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    <title>ready4 – Framework - foundation</title>
    <link>/tags/framework-foundation/</link>
    <description>Recent content in Framework - foundation on ready4</description>
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    <item>
      <title>Docs: Installing the ready4 framework foundation library</title>
      <link>/docs/software/libraries/installation/foundation/</link>
      <pubDate>Wed, 28 Jan 2026 00:00:00 +0000</pubDate>
      
      <guid>/docs/software/libraries/installation/foundation/</guid>
      <description>
        
        
        &lt;h2 id=&#34;before-you-install&#34;&gt;Before you install&lt;/h2&gt;
&lt;p&gt;If you plan to use ready4 for any purpose, you will need to install the &lt;a href=&#34;https://ready4-dev.github.io/ready4/&#34;&gt;ready4 foundation library&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;As all software in the ready4 suite depends on the ready4 library, in most cases you do not need to install this library directly (it will come bundled with whatever other ready4 suite software you install).&lt;/p&gt;
&lt;p&gt;If you can run the following command without producing an error message, then you already have it.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://rdrr.io/r/base/find.package.html&#39;&gt;find.package&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;s&#39;&gt;&#34;ready4&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;h2 id=&#34;installation&#34;&gt;Installation&lt;/h2&gt;
&lt;p&gt;You can install the ready4 library from &lt;a href=&#34;https://cran.r-project.org/&#34;&gt;CRAN&lt;/a&gt;.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;utils&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;::&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://rdrr.io/r/utils/install.packages.html&#39;&gt;install.packages&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;s&#39;&gt;&#34;ready4&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;p&gt;Alternatively, you can install the latest development release of ready4 directly from its &lt;a href=&#34;https://github.com/ready4-dev/ready4&#34;&gt;GitHub repository&lt;/a&gt;.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;utils&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;::&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://rdrr.io/r/utils/install.packages.html&#39;&gt;install.packages&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;s&#39;&gt;&#34;devtools&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;
&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;devtools&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;::&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://remotes.r-lib.org/reference/install_github.html&#39;&gt;install_github&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;s&#39;&gt;&#34;ready4-dev/ready4&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;h2 id=&#34;try-it-out&#34;&gt;Try it out!&lt;/h2&gt;
&lt;p&gt;Before you apply ready4 tools to your own project, you should make sure you can run some or all of the example code included in the &lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/&#34;&gt;package vignettes&lt;/a&gt;.&lt;/p&gt;

      </description>
    </item>
    
    <item>
      <title>Blog: Framework library releases</title>
      <link>/blog/2026/01/28/framework-library-releases/</link>
      <pubDate>Wed, 28 Jan 2026 00:00:00 +0000</pubDate>
      
      <guid>/blog/2026/01/28/framework-library-releases/</guid>
      <description>
        
        
        
        <![CDATA[<img src="/blog/2026/01/28/framework-library-releases/featured-ready4-get_hu14c90c690a9a1ff4a222a795ddca7c16_43702_640x0_resize_catmullrom_3.png" width="640" height="263"/>]]>
        
        &lt;p&gt;Currently available (as at 28-Jan-2026) releases of &lt;a href=&#34;/docs/software/libraries/types/framework/&#34;&gt;framework libraries&lt;/a&gt; are described below.&lt;/p&gt;
&lt;html&gt;
&lt;body&gt;
&lt;div id=&#34;header&#34;&gt;
&lt;/div&gt;
&lt;pre&gt;&lt;code&gt;## NULL&lt;/code&gt;&lt;/pre&gt;
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      </description>
    </item>
    
    <item>
      <title>Docs: Template module</title>
      <link>/docs/tutorials/develop-models/modularity/</link>
      <pubDate>Wed, 28 Jan 2026 00:00:00 +0000</pubDate>
      
      <guid>/docs/tutorials/develop-models/modularity/</guid>
      <description>
        
        
        

&lt;div class=&#34;pageinfo pageinfo-primary&#34;&gt;
&lt;p&gt;This below section renders a vignette article from the ready4 library. You can use the following links to:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/V_01.html&#34;&gt;view the vignette on the library website (adds useful hyperlinks to code blocks)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&#34;https://github.com/ready4-dev/ready4/blob/main/vignettes/V_01.Rmd&#34;&gt;view the source file&lt;/a&gt; from that article, and;&lt;/li&gt;
&lt;li&gt;&lt;a href=&#34;https://github.com/ready4-dev/ready4/edit/main/vignettes/V_01.Rmd&#34;&gt;edit its contents&lt;/a&gt; (requires a GitHub account).&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;

&lt;div class=&#34;highlight&#34;&gt;
&lt;/div&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;kr&#39;&gt;&lt;a href=&#39;https://rdrr.io/r/base/library.html&#39;&gt;library&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;nv&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/&#39;&gt;ready4&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt; &lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;/div&gt;
&lt;h2 id=&#34;motivation&#34;&gt;Motivation&lt;/h2&gt;
&lt;p&gt;A potentially attractive approach to modelling complex health systems is to begin with a relatively simple computational model and to progressively extend its scope and sophistication. Such an approach could be described as &amp;ldquo;modular&amp;rdquo; if it is possible to readily combine multiple discrete modelling projects (potentially developed by different modelling teams) that each independently describe distinct aspects of the system being modelled.&lt;/p&gt;
&lt;h2 id=&#34;implementation&#34;&gt;Implementation&lt;/h2&gt;
&lt;p&gt;The &lt;code&gt;ready4&lt;/code&gt; facilitates modular model development by supplying a template module that enables model developers to avail of the &lt;a href=&#34;https://www.ready4-dev.com/docs/framework/implementation/paradigm/object-oriented/&#34;&gt;encapsulation and inheritance features of Object Oriented Programming (OOP)&lt;/a&gt;. The &lt;a href=&#34;https://www.ready4-dev.com/&#34;&gt;ready4 framework&lt;/a&gt; uses two of R&amp;rsquo;s systems for implementing OOP - S3 and S4. An in-depth explanation of R&amp;rsquo;s different class system is beyond the scope of this article, but is explored in &lt;a href=&#34;https://adv-r.hadley.nz/oo.html&#34;&gt;Hadley Wickham&amp;rsquo;s Advanced R handbook&lt;/a&gt;. However, it is useful to know some very high level information about S3 and S4 classes:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;S4 classes are frequently said to be &amp;ldquo;formal&amp;rdquo;, &amp;ldquo;strict&amp;rdquo; or &amp;ldquo;rigorous&amp;rdquo;. The elements of an S4 class are called slots and the type of data that each slot is allowed to contain is specified in the class definition. An S4 class can be comprised of slots that contain different types of data (e.g. a slot that contains a character vector and another slot that contains tabular data).&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;S3 classes are often described as &amp;ldquo;simple&amp;rdquo;, &amp;ldquo;informal&amp;rdquo; and &amp;ldquo;flexible&amp;rdquo;. S3 objects attach an attribute label to base type objects (e.g. a character vector, a data.frame, a list), which in turn is used to work out what methods should be applied to the class.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 id=&#34;use&#34;&gt;Use&lt;/h2&gt;
&lt;h3 id=&#34;ready4-model-modules&#34;&gt;ready4 Model Modules&lt;/h3&gt;
&lt;p&gt;As we use the term, a &amp;ldquo;model module&amp;rdquo; is comprised of both a data-structure (an S4 class) and the algorithms (or &amp;ldquo;methods&amp;rdquo;) that are associated with that data-structure. Model modules can be created from a template - the &lt;code&gt;ready4&lt;/code&gt; package&amp;rsquo;s &lt;code&gt;Ready4Module&lt;/code&gt; class.&lt;/p&gt;
&lt;p&gt;We can create an object (&lt;code&gt;X&lt;/code&gt;) from the &lt;code&gt;Ready4Module&lt;/code&gt; template using the following command.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nv&#39;&gt;X&lt;/span&gt; &lt;span class=&#39;o&#39;&gt;&amp;lt;-&lt;/span&gt; &lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/reference/Ready4Module-class.html&#39;&gt;Ready4Module&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;p&gt;However, if we inspect &lt;code&gt;X&lt;/code&gt; we can see it is of limited use as it contains no data other than an empty element called &lt;code&gt;dissemination_1L_chr&lt;/code&gt;.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://rdrr.io/r/utils/str.html&#39;&gt;str&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;nv&#39;&gt;X&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;
&lt;span&gt;&lt;span class=&#39;c&#39;&gt;#&amp;gt; Formal class &#39;Ready4Module&#39; [package &#34;ready4&#34;] with 1 slot&lt;/span&gt;&lt;/span&gt;
&lt;span&gt;&lt;span class=&#39;c&#39;&gt;#&amp;gt;   ..@ dissemination_1L_chr: chr NA&lt;/span&gt;&lt;/span&gt;
&lt;span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;p&gt;The &lt;code&gt;Ready4Module&lt;/code&gt; class is therefore not intended to be called directly. Instead, the purpose of &lt;code&gt;Ready4Module&lt;/code&gt; is to be the parent class of other model modules. Prototype tools for authoring modules from this template are described &lt;a href=&#34;https://www.ready4-dev.com/docs/tutorials/develop-models/authoring-modules/&#34;&gt;here&lt;/a&gt;.&lt;/p&gt;
&lt;div class=&#34;card border-primary mb-3&#34; style=&#34;max-width: 20rem;&#34;&gt;
&lt;div class=&#34;card-header&#34;&gt;
&lt;p&gt;&lt;strong&gt;ready4 Concept&lt;/strong&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&#34;card-body&#34;&gt;
&lt;div class=&#34;card-title&#34;&gt;
&lt;h4 id=&#34;module&#34;&gt;Module&lt;/h4&gt;
&lt;/div&gt;
&lt;p&gt;An instance of &lt;code&gt;Ready4Module&lt;/code&gt; (or classes that inherit from &lt;code&gt;Ready4Module&lt;/code&gt;) and its associated methods.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;h3 id=&#34;ready4-model-sub-modules&#34;&gt;ready4 Model Sub-modules&lt;/h3&gt;
&lt;p&gt;In ready4, S3 classes are principally used to help define the structural properties of slots (elements) of model modules and the methods that can be applied to these slots. S3 classes created for these purposes are called &lt;strong&gt;sub-modules&lt;/strong&gt;.&lt;/p&gt;
&lt;div class=&#34;card border-primary mb-3&#34; style=&#34;max-width: 20rem;&#34;&gt;
&lt;div class=&#34;card-header&#34;&gt;
&lt;p&gt;&lt;strong&gt;ready4 Concept&lt;/strong&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;div class=&#34;card-body&#34;&gt;
&lt;div class=&#34;card-title&#34;&gt;
&lt;h4 id=&#34;sub-module&#34;&gt;Sub-Module&lt;/h4&gt;
&lt;/div&gt;
&lt;p&gt;An instance of an informal (S3) class and its associated methods that describes, validates and applies algorithms to a slot of a Module.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

      </description>
    </item>
    
    <item>
      <title>Docs: Provide end users with a simple and consistent syntax for using model modules</title>
      <link>/docs/tutorials/develop-models/syntax/</link>
      <pubDate>Wed, 28 Jan 2026 00:00:00 +0000</pubDate>
      
      <guid>/docs/tutorials/develop-models/syntax/</guid>
      <description>
        
        
        

&lt;div class=&#34;pageinfo pageinfo-primary&#34;&gt;
&lt;p&gt;This below section renders a vignette article from the ready4 library. You can use the following links to:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/V_07.html&#34;&gt;view the vignette on the library website (adds useful hyperlinks to code blocks)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&#34;https://github.com/ready4-dev/ready4/blob/main/vignettes/V_07.Rmd&#34;&gt;view the source file&lt;/a&gt; from that article, and;&lt;/li&gt;
&lt;li&gt;&lt;a href=&#34;https://github.com/ready4-dev/ready4/edit/main/vignettes/V_07.Rmd&#34;&gt;edit its contents&lt;/a&gt; (requires a GitHub account).&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;

&lt;div class=&#34;highlight&#34;&gt;
&lt;/div&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;kr&#39;&gt;&lt;a href=&#39;https://rdrr.io/r/base/library.html&#39;&gt;library&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;nv&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/&#39;&gt;ready4&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt; &lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;h2 id=&#34;motivation&#34;&gt;Motivation&lt;/h2&gt;
&lt;p&gt;Transparency is one of the underpinning principles of ethical modelling practice. One way to improve the transparency of computational health economic models is to ensure that the programs implementing model analyses can be meaningfully inspected by readers with different levels of technical expertise. Even non-technical readers should be able to follow the high-level logic implemented by model algorithms. If multiple analysis programs are written using a common simplified syntax then reviewers of those programs need to contend with relatively fewer new concepts.&lt;/p&gt;
&lt;h2 id=&#34;implementation&#34;&gt;Implementation&lt;/h2&gt;
&lt;p&gt;&lt;code&gt;ready4&lt;/code&gt; provides a simple syntax that can be consistently applied to attach algorithms (methods) to &lt;a href=&#34;https://www.ready4-dev.com/docs/tutorials/develop-models/modularity/&#34;&gt;model modules&lt;/a&gt;. It does so by taking advantage of the &lt;a href=&#34;https://www.ready4-dev.com/docs/framework/implementation/paradigm/object-oriented/#transparent-computational-models&#34;&gt;abstraction and polymorphism features of Object Oriented Programming&lt;/a&gt; and R&amp;rsquo;s use of generic functions. Generic functions don&amp;rsquo;t implement algorithms themselves - their most salient features are a name and a high level description of the type of task that any method associated with that generic should perform. Whenever a developer creates a method for classes that use R&amp;rsquo;s S4 and S3 systems &lt;a href=&#34;https://www.ready4-dev.com/docs/tutorials/develop-models/modularity/#implementation&#34;&gt;(the types used for model modules and sub-modules)&lt;/a&gt;, they can associate that method with a generic that has a description that is a good match for the algorithm being implemented.&lt;/p&gt;
&lt;h2 id=&#34;use&#34;&gt;Use&lt;/h2&gt;
&lt;p&gt;&lt;code&gt;ready4&lt;/code&gt; includes a number of core generic functions which describe the main types of method to be implemented by model modules. These generics correspond exactly to the &amp;ldquo;core&amp;rdquo;, &amp;ldquo;slot&amp;rdquo; and &amp;ldquo;extended&amp;rdquo; commands described in &lt;a href=&#34;https://www.ready4-dev.com/docs/tutorials/use-models/authoring-analyses/commands/&#34;&gt;another article&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Notably, the &lt;code&gt;ready4&lt;/code&gt; package does not associate any core or extended methods with the &lt;code&gt;Ready4Module&lt;/code&gt; &lt;a href=&#34;https://www.ready4-dev.com/docs/tutorials/develop-models/modularity/&#34;&gt;template module&lt;/a&gt;. Instead, model developers need to decide which core and extended generics they associate with the modules they derive from the &lt;code&gt;Ready4Module&lt;/code&gt; template. This decision is typically made when authoring the methods associated with model modules.&lt;/p&gt;
&lt;p&gt;Currently, the only methods defined for &lt;code&gt;Ready4Module&lt;/code&gt; are &lt;a href=&#34;https://www.ready4-dev.com/docs/tutorials/use-models/authoring-analyses/commands/&#34;&gt;slot-methods&lt;/a&gt;. By default, these slot methods are inherited by all modules derived from the &lt;code&gt;Ready4Module&lt;/code&gt; template. These methods can be itemised using the &lt;code&gt;get_methods&lt;/code&gt; function.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/reference/get_methods.html&#39;&gt;get_methods&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;
&lt;span&gt;&lt;span class=&#39;c&#39;&gt;#&amp;gt;  [1] &#34;authorSlot&#34;        &#34;characterizeSlot&#34;  &#34;depictSlot&#34;        &#34;enhanceSlot&#34;       &#34;exhibitSlot&#34;       &#34;ingestSlot&#34;        &#34;investigateSlot&#34;   &#34;manufactureSlot&#34;   &#34;metamorphoseSlot&#34; &lt;/span&gt;&lt;/span&gt;
&lt;span&gt;&lt;span class=&#39;c&#39;&gt;#&amp;gt; [10] &#34;procureSlot&#34;       &#34;prognosticateSlot&#34; &#34;ratifySlot&#34;        &#34;reckonSlot&#34;        &#34;renewSlot&#34;         &#34;shareSlot&#34;&lt;/span&gt;&lt;/span&gt;
&lt;span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;

      </description>
    </item>
    
    <item>
      <title>Docs: Partially automate maintenance of a modelling project&#39;s website</title>
      <link>/docs/tutorials/develop-models/maintenance/</link>
      <pubDate>Wed, 28 Jan 2026 00:00:00 +0000</pubDate>
      
      <guid>/docs/tutorials/develop-models/maintenance/</guid>
      <description>
        
        
        

&lt;div class=&#34;pageinfo pageinfo-primary&#34;&gt;
&lt;p&gt;This below section renders a vignette article from the ready4 library. You can use the following links to:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/V_06.html&#34;&gt;view the vignette on the library website (adds useful hyperlinks to code blocks)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&#34;https://github.com/ready4-dev/ready4/blob/main/vignettes/V_06.Rmd&#34;&gt;view the source file&lt;/a&gt; from that article, and;&lt;/li&gt;
&lt;li&gt;&lt;a href=&#34;https://github.com/ready4-dev/ready4/edit/main/vignettes/V_06.Rmd&#34;&gt;edit its contents&lt;/a&gt; (requires a GitHub account).&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;

&lt;div class=&#34;highlight&#34;&gt;
&lt;/div&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;kr&#39;&gt;&lt;a href=&#39;https://rdrr.io/r/base/library.html&#39;&gt;library&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;nv&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/&#39;&gt;ready4&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt; &lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;h2 id=&#34;motivation&#34;&gt;Motivation&lt;/h2&gt;
&lt;p&gt;Manually keeping track of modules libraries, programs, reporting templates and datasets authored by different teams and stored in different locations can be an onerous undertaking. The &lt;code&gt;ready4&lt;/code&gt; library therefore includes tools to allow a modelling project&amp;rsquo;s maintainers to perform automated searches for model artefacts and to output tabular summaries of these assets in formats suitable for inclusion on a project documentation website.&lt;/p&gt;
&lt;h2 id=&#34;implementation&#34;&gt;Implementation&lt;/h2&gt;
&lt;p&gt;The &lt;code&gt;ready4&lt;/code&gt; library includes tools to allow a modelling project&amp;rsquo;s maintainers to partially automate searching for and creating summaries of relevant modelling project assets (e.g. tutorials, releases, etc.) that are suitable for inclusion on documentation website pages.&lt;/p&gt;
&lt;h2 id=&#34;use&#34;&gt;Use&lt;/h2&gt;
&lt;p&gt;The documentation website maintenance tools in the &lt;code&gt;ready4&lt;/code&gt; library are designed to be used on a docsy documentation website derived from &lt;a href=&#34;https://github.com/ready4-dev/ready4web&#34;&gt;this template repository&lt;/a&gt;. An example of a website created from this template is the &lt;a href=&#34;https://readyforwhatsnext.com/&#34;&gt;readyforwhatsnext model project website&lt;/a&gt;, for which source code is &lt;a href=&#34;https://github.com/ready4-dev/readyforwhatsnext&#34;&gt;available here&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;The &lt;code&gt;write_to_render_post&lt;/code&gt; is the main &lt;code&gt;ready4&lt;/code&gt; function used specifically for website maintenance tasks. Importantly, the non-CRAN library &lt;a href=&#34;https://github.com/r-lib/hugodown&#34;&gt;hugodown&lt;/a&gt; needs to be installed to use this function.&lt;/p&gt;
&lt;p&gt;&lt;code&gt;write_to_render_post&lt;/code&gt; is designed for help overcome practical challenges of rendering RMD or Rmarkdown files (particularly those sourced from an individual module library&amp;rsquo;s documentation website) to Markdown output in an overall modelling project website. Examples of its use are in &lt;a href=&#34;https://github.com/ready4-dev/readyforwhatsnext/blob/main/runme.R&#34;&gt;this script&lt;/a&gt; that is run when updating the readyforwhatsnext project website. The RMD / Rmarkdown files rendered by this example script call other useful functions from the ready4 package, such as:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;&lt;code&gt;get_libraries_tb&lt;/code&gt;, &lt;code&gt;update_libraries_tb&lt;/code&gt; and &lt;code&gt;print_packages&lt;/code&gt; for updating details on module libraries (see &lt;a href=&#34;https://readyforwhatsnext.com/docs/tutorials/finding/libraries/&#34;&gt;this example&lt;/a&gt;)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;code&gt;make_modules_tb&lt;/code&gt; and &lt;code&gt;print_modules&lt;/code&gt; for updating details on individual modules (see &lt;a href=&#34;https://readyforwhatsnext.com/docs/tutorials/finding/individual/&#34;&gt;this example&lt;/a&gt;)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;code&gt;make_datasets_tb&lt;/code&gt; and &lt;code&gt;print_data&lt;/code&gt; for updating details on module datasets (see &lt;a href=&#34;https://readyforwhatsnext.com/docs/tutorials/finding/finding-data/&#34;&gt;this example&lt;/a&gt;)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;code&gt;get_datasets_tb&lt;/code&gt;, &lt;code&gt;make_dss_tb&lt;/code&gt; and &lt;code&gt;make_ds_releases_tbl&lt;/code&gt; for updating release statuses of module datasets (see this &lt;a href=&#34;https://github.com/ready4-dev/readyforwhatsnext/blob/main/content/en/blog/releases/Datasets/Model-Data/People-Datasets/index_Body.Rmd&#34;&gt;RMD file&lt;/a&gt; and its &lt;a href=&#34;https://readyforwhatsnext.com/blog/2024/06/08/datasets-for-modelling-people-releases/&#34;&gt;output&lt;/a&gt;)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;code&gt;make_programs_tbl&lt;/code&gt; for updating details on analysis programs or reporting sub-routines that use model modules (see &lt;a href=&#34;https://github.com/ready4-dev/readyforwhatsnext/blob/main/content/en/docs/Analyses/Find/index_Body.Rmd&#34;&gt;this RMD file&lt;/a&gt; and &lt;a href=&#34;https://readyforwhatsnext.com/docs/analyses/find/#current-readyforhwatsnext-programs&#34;&gt;its associated output&lt;/a&gt; as well as this &lt;a href=&#34;https://github.com/ready4-dev/readyforwhatsnext/blob/main/content/en/docs/Reporting/index_Body.Rmd&#34;&gt;RMD file&lt;/a&gt; and &lt;a href=&#34;https://readyforwhatsnext.com/docs/reporting/#current-readyforwhatsnext-subroutines&#34;&gt;its output&lt;/a&gt;)&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;code&gt;make_code_releases_tbl&lt;/code&gt; for updating release statuses of module libraries and programs or reporting sub-routines that use model modules (see this &lt;a href=&#34;https://github.com/ready4-dev/readyforwhatsnext/blob/main/content/en/blog/releases/Executables/Programs/index_Body.Rmd&#34;&gt;RMD file&lt;/a&gt; and its &lt;a href=&#34;https://readyforwhatsnext.com/blog/2024/06/08/programs-releases/&#34;&gt;output&lt;/a&gt;)&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;

      </description>
    </item>
    
    <item>
      <title>Docs: Why ready4 is object oriented</title>
      <link>/docs/getting-started/implementation/paradigm/object-oriented/</link>
      <pubDate>Wed, 28 Jan 2026 00:00:00 +0000</pubDate>
      
      <guid>/docs/getting-started/implementation/paradigm/object-oriented/</guid>
      <description>
        
        
        

&lt;div class=&#34;pageinfo pageinfo-primary&#34;&gt;
&lt;p&gt;This below section renders a vignette article from the ready4 library. You can use the following links to:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/V_03.html&#34;&gt;view the vignette on the library website (adds useful hyperlinks to code blocks)&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&#34;https://github.com/ready4-dev/ready4/blob/main/vignettes/V_03.Rmd&#34;&gt;view the source file&lt;/a&gt; from that article, and;&lt;/li&gt;
&lt;li&gt;&lt;a href=&#34;https://github.com/ready4-dev/ready4/edit/main/vignettes/V_03.Rmd&#34;&gt;edit its contents&lt;/a&gt; (requires a GitHub account).&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;

&lt;div class=&#34;highlight&#34;&gt;
&lt;/div&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;kr&#39;&gt;&lt;a href=&#39;https://rdrr.io/r/base/library.html&#39;&gt;library&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;nv&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/&#39;&gt;ready4&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;h2 id=&#34;motivation&#34;&gt;Motivation&lt;/h2&gt;
&lt;p&gt;The practical utility and ease of use of computational health economic models are in part shaped by the choice of programming paradigm used to develop them. ready4 adopts an object oriented programming (OOP) paradigm which in practice means that the framework principally consists of classes (representations of data structures useful for modelling health systems) and methods (algorithms that can be applied to these data-structures to generate insight useful for policy-making). Adopting an OOP approach is particular useful for helping to make models &lt;a href=&#34;https://www.ready4-dev.com/docs/getting-started/motivation/&#34;&gt;transparent, reusable and updatable&lt;/a&gt;.&lt;/p&gt;
&lt;h2 id=&#34;implementation&#34;&gt;Implementation&lt;/h2&gt;
&lt;h3 id=&#34;modular-computational-models&#34;&gt;Modular Computational Models&lt;/h3&gt;
&lt;p&gt;Two commonly noted features of OOP - encapsulation and inheritance are particularly useful when developing &lt;a href=&#34;https://www.ready4-dev.com/docs/tutorials/develop-models/modularity/&#34;&gt;modular computational health economic models&lt;/a&gt;.&lt;/p&gt;
&lt;h4 id=&#34;encapsulation&#34;&gt;Encapsulation&lt;/h4&gt;
&lt;p&gt;Encapsulation allows us to define the data structures (&amp;ldquo;classes&amp;rdquo;) used in computational modelling projects in a manner that allows them to be safely combined. For example, assume there are two computational health economic models, one (&lt;strong&gt;A&lt;/strong&gt;) focused on predicting the types and intensity of services used by individuals that present to health services and the other (&lt;strong&gt;B&lt;/strong&gt;) that &lt;a href=&#34;https://ready4-dev.github.io/youthu/articles/Prediction_With_Mdls.html&#34;&gt;predicts outcomes for recipients of these services&lt;/a&gt;. It may be desirable to develop a new model (&lt;strong&gt;C&lt;/strong&gt;) that combines &lt;strong&gt;A&lt;/strong&gt; and &lt;strong&gt;B&lt;/strong&gt; to model both service use and outcomes. Using encapsulated code allows all of the features and functionality of &lt;strong&gt;A&lt;/strong&gt; to be made available to &lt;strong&gt;B&lt;/strong&gt; in a manner that protects the integrity of &lt;strong&gt;A&lt;/strong&gt;. Specifically, &lt;strong&gt;B&lt;/strong&gt; can only interact with &lt;strong&gt;A&lt;/strong&gt; using the algorithms (&amp;ldquo;methods&amp;rdquo;) that have been already defined for &lt;strong&gt;A&lt;/strong&gt;.&lt;/p&gt;
&lt;p&gt;Furthermore, if appropriately implemented, methods associated with a class will work with any combination of input values that can be encapsulated by that class - making computational models more &lt;a href=&#34;https://www.ready4-dev.com/docs/getting-started/concepts/transferable/&#34;&gt;transferable&lt;/a&gt;. For example, imagine a class (&lt;strong&gt;X&lt;/strong&gt;) that is used to structure summary data relevant to health systems. Methods associated with &lt;strong&gt;X&lt;/strong&gt; (e.g. a method to derive an unmet need statistic) can then applied to two instances of &lt;strong&gt;X&lt;/strong&gt; - one containing data relevant to the Australian context and one with data from the UK context.&lt;/p&gt;
&lt;h4 id=&#34;inheritence&#34;&gt;Inheritence&lt;/h4&gt;
&lt;p&gt;The examples highlighted in the previous section have some potential limitations. What if the developers of &lt;strong&gt;A&lt;/strong&gt; didn&amp;rsquo;t define methods that would allow &lt;strong&gt;B&lt;/strong&gt; to interact with it in the desired way? Or what if there are a number of differences between the Australian and UK system that need to be accounted for when transferring a method from the former to the latter? These types of issues can be addressed by another key feature of OOP - inheritance. Inheritance allows for a &amp;ldquo;child&amp;rdquo; class to be created from a &amp;ldquo;parent&amp;rdquo; class. By default, the &amp;ldquo;child&amp;rdquo; inherits all of the features of the &amp;ldquo;parent&amp;rdquo; including all methods associated with the &amp;ldquo;parent&amp;rdquo; class. Importantly however, alternative or additional features can also be specified for the &amp;ldquo;child&amp;rdquo; to allow it to implement different methods where necessary. For example, when developing our new computational model &lt;strong&gt;C&lt;/strong&gt; we could create a number of new classes that are children of the classes defined in &lt;strong&gt;A&lt;/strong&gt;. We can then define any additional/alternative methods for these classes that overcome any integration issues between the classes and methods of &lt;strong&gt;A&lt;/strong&gt; and &lt;strong&gt;B&lt;/strong&gt;. In this way, we can enjoy the best of both worlds - leveraging all relevant algorithms from &lt;strong&gt;A&lt;/strong&gt; and &lt;strong&gt;B&lt;/strong&gt; (as there is no need to re-invent the wheel), while ensuring that we transparently develop the additional code required for &lt;strong&gt;C&lt;/strong&gt;. This approach also ensures that the respective contributions of the (potentially different) authorship teams behind &lt;strong&gt;A&lt;/strong&gt;, &lt;strong&gt;B&lt;/strong&gt; and &lt;strong&gt;C&lt;/strong&gt; is clearer.&lt;/p&gt;
&lt;p&gt;Similarly, inheritance would allow re-use of much of the code from a model of the Australian health system when exploring similar topics within the UK context, while making it straightforward to develop additional code that addresses relevant divergence in features between the two jurisdictions. In practical terms, this would mean developing two child classes of &lt;strong&gt;X&lt;/strong&gt; - class &lt;strong&gt;Y&lt;/strong&gt; for use with Australian data and class &lt;strong&gt;Z&lt;/strong&gt; for use in the UK system. All methods that are not specific to a particular jurisdiction are defined for &lt;strong&gt;X&lt;/strong&gt; and inherited by &lt;strong&gt;Y&lt;/strong&gt; and &lt;strong&gt;Z&lt;/strong&gt;. Methods that are only appropriate for use in the Australian context are defined for &lt;strong&gt;Y&lt;/strong&gt;, while UK specific methods are defined for &lt;strong&gt;Z&lt;/strong&gt;.&lt;/p&gt;
&lt;h3 id=&#34;transparent-computational-models&#34;&gt;Transparent Computational Models&lt;/h3&gt;
&lt;p&gt;To make modelling analysis programs more readily understood, the &lt;code&gt;ready4&lt;/code&gt; package provides a &lt;a href=&#34;https://www.ready4-dev.com/docs/framework/implementation/syntax/&#34;&gt;simple and consistent syntax&lt;/a&gt;. Such simplified approaches are facilitated by two other commonly noted features of OOP - polymorphism and abstraction.&lt;/p&gt;
&lt;h4 id=&#34;polymorphism&#34;&gt;Polymorphism&lt;/h4&gt;
&lt;p&gt;Polymorphism allows for similar concepts to be represented using consistent syntax. The same top level code can therefore be generalised to multiple model implementations, making algorithms simpler to understand and easier to re-use.&lt;/p&gt;
&lt;p&gt;Returning to a previous example, the exact same command (e.g. a call to the method &lt;a href=&#34;https://ready4-dev.github.io/ready4/reference/exhibit-methods.html&#34;&gt;exhibit&lt;/a&gt;) can be applied to both &lt;strong&gt;Y&lt;/strong&gt; (used for Australian data) and &lt;strong&gt;Z&lt;/strong&gt; (used for UK data). However, the algorithm implemented by that command can vary based on the class that each method is applied to (ie a different algorithm is applied when the data is specified as being from the UK compared to being specified as Australian).&lt;/p&gt;
&lt;h4 id=&#34;abstraction&#34;&gt;Abstraction&lt;/h4&gt;
&lt;p&gt;The simplicity enabled by polymorphism is enhanced by Abstraction, which basically means that only the briefest and easiest to comprehend parts of the code are exposed by default to potential users. Once an instance of a model module template class is created, the entire program to ingest model data, analyse it and produce a scientific summary can be represented in a few brief lines of code, readily comprehensible to non-coders. When using open source languages, the elegance and simplicity of abstraction &lt;a href=&#34;https://www.ready4-dev.com/docs/framework/use/authoring-modules/authoring-algorithms/&#34;&gt;does not restrict the ability of more technically minded users exploring the detailed workings of the underpinning code&lt;/a&gt;.&lt;/p&gt;

      </description>
    </item>
    
    <item>
      <title>Docs: Search open access data collections</title>
      <link>/docs/model/datasets/finding-data/search/</link>
      <pubDate>Thu, 30 Nov 2023 00:00:00 +0000</pubDate>
      
      <guid>/docs/model/datasets/finding-data/search/</guid>
      <description>
        
        
        &lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;kr&#39;&gt;&lt;a href=&#39;https://rdrr.io/r/base/library.html&#39;&gt;library&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;nv&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/&#39;&gt;ready4&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;p&gt;The &lt;code&gt;make_datasets_tb&lt;/code&gt; function from the ready4 library can be used to create a summary table of the open access datasets we curate in our &lt;a href=&#34;https://dataverse.harvard.edu/dataverse/ready4&#34;&gt;ready4 Dataverse Collection&lt;/a&gt;.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/reference/make_datasets_tb.html&#39;&gt;make_datasets_tb&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;s&#39;&gt;&#34;ready4&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt; &lt;span class=&#39;o&#39;&gt;-&amp;gt;&lt;/span&gt; &lt;span class=&#39;nv&#39;&gt;x&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
&lt;p&gt;One way to inspect this information is to group contents by Dataverse Collections using the &lt;code&gt;print-data&lt;/code&gt; function.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/reference/print_data.html&#39;&gt;print_data&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;nv&#39;&gt;x&lt;/span&gt;,&lt;/span&gt;
&lt;span&gt;           by_dv_1L_lgl &lt;span class=&#39;o&#39;&gt;=&lt;/span&gt; &lt;span class=&#39;kc&#39;&gt;T&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt; &lt;span class=&#39;o&#39;&gt;&lt;a href=&#39;https://magrittr.tidyverse.org/reference/pipe.html&#39;&gt;%&amp;gt;%&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span&gt;  &lt;span class=&#39;nf&#39;&gt;kableExtra&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;::&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://rdrr.io/pkg/kableExtra/man/scroll_box.html&#39;&gt;scroll_box&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;width &lt;span class=&#39;o&#39;&gt;=&lt;/span&gt; &lt;span class=&#39;s&#39;&gt;&#34;100%&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;
&lt;div style=&#34;border: 1px solid #ddd; padding: 5px; overflow-x: scroll; width:100%; &#34;&gt;
&lt;table class=&#34;table table-hover table-condensed&#34; style=&#34;margin-left: auto; margin-right: auto;&#34;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Dataverse
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Name
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Description
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Creator
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Datasets
&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://dataverse.harvard.edu/dataverse/TTU&#34;&gt; TTU &lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Transfer to Utility
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
A collection of transfer to utility datasets developed with the ready4 open science framework.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Orygen
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://doi.org/10.7910/DVN/DKDIB0&#34; style=&#34;     &#34;&gt;1&lt;/a&gt;, &lt;a href=&#34;https://doi.org/10.7910/DVN/FDRUXH&#34; style=&#34;     &#34;&gt;2&lt;/a&gt;, &lt;a href=&#34;https://doi.org/10.7910/DVN/N4NEHL&#34; style=&#34;     &#34;&gt;3&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://dataverse.harvard.edu/dataverse/fakes&#34;&gt; fakes &lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Fake Data For Instruction And Illustration
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Fake data used to illustrate toolkits developed with the ready4 open science framework.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Orygen
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://doi.org/10.7910/DVN/D74QMP&#34; style=&#34;     &#34;&gt;4&lt;/a&gt; , &lt;a href=&#34;https://doi.org/10.7910/DVN/612HDC&#34; style=&#34;     &#34;&gt;5&lt;/a&gt; , &lt;a href=&#34;https://doi.org/10.7910/DVN/HJXYKQ&#34; style=&#34;     &#34;&gt;6&lt;/a&gt; , &lt;a href=&#34;https://doi.org/10.7910/DVN/W95KED&#34; style=&#34;     &#34;&gt;7&lt;/a&gt; , &lt;a href=&#34;https://doi.org/10.7910/DVN/GW7ZKC&#34; style=&#34;     &#34;&gt;8&lt;/a&gt; , &lt;a href=&#34;https://doi.org/10.7910/DVN/LYBMB0&#34; style=&#34;     &#34;&gt;9&lt;/a&gt; , &lt;a href=&#34;https://doi.org/10.7910/DVN/3R5TS3&#34; style=&#34;     &#34;&gt;10&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://dataverse.harvard.edu/dataverse/firstbounce&#34;&gt; firstbounce &lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
First Bounce
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
A ready4 framework model of platforms. Aims to identify opportunities to improve the efficiency and equity of mental health services.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Orygen
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://dataverse.harvard.edu/dataverse/ready4fw&#34;&gt; ready4fw &lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
ready4 Framework
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
A collection of datasets that support implementation of the ready4 framework for open science computational models of mental health systems.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Orygen
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://doi.org/10.7910/DVN/RIQTKK&#34; style=&#34;     &#34;&gt;11&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://dataverse.harvard.edu/dataverse/readyforwhatsnext&#34;&gt; readyforwhatsnext &lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
readyforwhatsnext
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Data collections for the readyforwhatsnext mental health systems model.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Orygen
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://doi.org/10.7910/DVN/QBZFQV&#34; style=&#34;     &#34;&gt;12&lt;/a&gt;, &lt;a href=&#34;https://doi.org/10.7910/DVN/JHSCDJ&#34; style=&#34;     &#34;&gt;13&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://dataverse.harvard.edu/dataverse/springtides&#34;&gt; springtides &lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Springtides
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
A ready4 framework model of places. Synthesises geometry (boundary, coordinate) and spatial attribute (e.g. population counts, environmental characteristics, service identifier and model coefficients associated with areas) data.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Orygen
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://doi.org/10.7910/DVN/V3OKZV&#34; style=&#34;     &#34;&gt;14&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://dataverse.harvard.edu/dataverse/springtolife&#34;&gt; springtolife &lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Spring To Life
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
A ready4 framework model of people. Models the characteristics, behaviours, relationships and outcomes of groups of individuals relevant to policymakers and service planners aiming to improve population mental health.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Orygen
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://doi.org/10.7910/DVN/VGPIPS&#34; style=&#34;     &#34;&gt;15&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p&gt;Alternatively, we can itemise individual Dataverse Datasets. When doing so, it makes sense to prepare separate views for toy datasets designed for instruction and real datasets appropriate for use in modelling.&lt;/p&gt;
&lt;p&gt;Datasets appropriate for use in modelling projects can be returned by supplying the value &amp;ldquo;real&amp;rdquo; to the &lt;code&gt;what_1L_chr&lt;/code&gt; argument of &lt;code&gt;print_data&lt;/code&gt;.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/reference/print_data.html&#39;&gt;print_data&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;nv&#39;&gt;x&lt;/span&gt;,&lt;/span&gt;
&lt;span&gt;           what_1L_chr &lt;span class=&#39;o&#39;&gt;=&lt;/span&gt; &lt;span class=&#39;s&#39;&gt;&#34;real&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt; &lt;span class=&#39;o&#39;&gt;&lt;a href=&#39;https://magrittr.tidyverse.org/reference/pipe.html&#39;&gt;%&amp;gt;%&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span&gt;  &lt;span class=&#39;nf&#39;&gt;kableExtra&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;::&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://rdrr.io/pkg/kableExtra/man/scroll_box.html&#39;&gt;scroll_box&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;width &lt;span class=&#39;o&#39;&gt;=&lt;/span&gt; &lt;span class=&#39;s&#39;&gt;&#34;100%&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;
&lt;div style=&#34;border: 1px solid #ddd; padding: 5px; overflow-x: scroll; width:100%; &#34;&gt;
&lt;table class=&#34;table table-hover table-condensed&#34; style=&#34;margin-left: auto; margin-right: auto;&#34;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Title
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Description
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Dataverse
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
DOI
&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Transfer to AQoL-6D Utility Mapping Algorithms
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Catalogues of models (and the programs that produced them) that can be used in conjunction with the youthu R package to predict AQoL-6D health utility (and thus, derive QALYs) from measures collected in youth mental health services.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
TTU
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/DKDIB0&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Transfer to AQoL-6D From Measures Collected In Primary Youth Mental Health Services
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This is a work in progress dataset to support the implementation and reporting of a study to map measures collected in Australian primary youth mental health services to AQoL-6D health utility.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
TTU
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/FDRUXH&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Transfer to CHU-9D From Measures Collected In Primary Youth Mental Health Services
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This is a work in progress dataset to support the implementation and reporting of a study to map measures collected in Australian primary youth mental health services to CHU-9D health utility
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
TTU
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/N4NEHL&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
ready4 Framework Abbreviations and Definitions
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This dataset contains resources that help ready4 Framework Developers adopt common standards and workflows.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
ready4fw
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/RIQTKK&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
readyforwhatsnext posters
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
A collection of poster summaries about the readyforwhatsnext project and its outputs.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
readyforwhatsnext
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/QBZFQV&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Australian demographic input parameters for Springtides model
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Geometry, spatial attribute and metadata inputs for the demographic module of the readyforwhatsnext model. The demographic module is a systems dynamics spatial simulation of area demographic characteristics. The current version of the model is quite rudimentary and is designed to be extended by other models developped with the ready4 open science mental health modelling tools.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
readyforwhatsnext
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/JHSCDJ&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Springtides reports for Local Government Areas in the North West of Melbourne
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This dataset is a collection of reports generated by a development version of the Springtides Model Of Places. Each report summarises prevalence projections for a specified mental disorder / mental health condition for a Local Government Area that is wholly or partially within the catchment area of the Orygen youth mental health service in North West Melbourne. As these reports were generated by a development version of the Springtides Model, these projections should be regarded as exploratory.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
springtides
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/V3OKZV&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Modelling the online helpseeking choice of socially anxious young people
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;p&gt;Models to predict the online helpseeking choices of socially anxious young people in Australia and replication code and documentation to implement the discrete choice experiment that generated the models.&lt;/p&gt;
&lt;p&gt;All study outputs were created with the aid of the mychoice R package (&lt;a href=&#34;https://ready4-dev.github.io/mychoice&#34;&gt;https://ready4-dev.github.io/mychoice&lt;/a&gt;).&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
springtolife
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/VGPIPS&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;p&gt;To view toy datasets, instead supply the value &amp;ldquo;fakes&amp;rdquo;.&lt;/p&gt;
&lt;div class=&#34;highlight&#34;&gt;
&lt;pre class=&#39;chroma&#39;&gt;&lt;code class=&#39;language-r&#39; data-lang=&#39;r&#39;&gt;&lt;span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://ready4-dev.github.io/ready4/reference/print_data.html&#39;&gt;print_data&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;&lt;span class=&#39;nv&#39;&gt;x&lt;/span&gt;,&lt;/span&gt;
&lt;span&gt;           what_1L_chr &lt;span class=&#39;o&#39;&gt;=&lt;/span&gt; &lt;span class=&#39;s&#39;&gt;&#34;fakes&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt; &lt;span class=&#39;o&#39;&gt;&lt;a href=&#39;https://magrittr.tidyverse.org/reference/pipe.html&#39;&gt;%&amp;gt;%&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span&gt;  &lt;span class=&#39;nf&#39;&gt;kableExtra&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;::&lt;/span&gt;&lt;span class=&#39;nf&#39;&gt;&lt;a href=&#39;https://rdrr.io/pkg/kableExtra/man/scroll_box.html&#39;&gt;scroll_box&lt;/a&gt;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;(&lt;/span&gt;width &lt;span class=&#39;o&#39;&gt;=&lt;/span&gt; &lt;span class=&#39;s&#39;&gt;&#34;100%&#34;&lt;/span&gt;&lt;span class=&#39;o&#39;&gt;)&lt;/span&gt;&lt;/span&gt;
&lt;/code&gt;&lt;/pre&gt;
&lt;div style=&#34;border: 1px solid #ddd; padding: 5px; overflow-x: scroll; width:100%; &#34;&gt;
&lt;table class=&#34;table table-hover table-condensed&#34; style=&#34;margin-left: auto; margin-right: auto;&#34;&gt;
&lt;thead&gt;
&lt;tr&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Title
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Description
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Dataverse
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
DOI
&lt;/th&gt;
&lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
TTU (Transfer to Utility) R package - AQoL-6D vignette output
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This dataset has been generated from fake data as an instructional aid. It is not to be used to inform decision making.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
fakes
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/D74QMP&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
TTU (Transfer to Utility) R package - EQ-5D vignette output
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This dataset is provided as a teaching aid. It is the output of tools from the TTU R package, applied to a synthetic dataset (Fake Data) of psychological distress and psychological wellbeing. It is not to be used to support decision-making.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
fakes
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/612HDC&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Synthetic (fake) youth mental health datasets and data dictionaries
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
The datasets in this collection are entirely fake. They were developed principally to demonstrate the workings of a number of utility scoring and mapping algorithms. However, they may be of more general use to others. In some limited cases, some of the included files could be used in exploratory simulation based analyses. However, you should read the metadata descriptors for each file to inform yourself of the validity and limitations of each fake dataset. To open the RDS format files included in this dataset, the R package ready4use needs to be installed (see &lt;https://ready4-dev.github.io/ready4use/&gt; ). It is also recommended that you install the youthvars package ( &lt;https://ready4-dev.github.io/youthvars/&gt;) as this provides useful tools for inspecting and validating each dataset.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
fakes
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/HJXYKQ&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
ready4use R package vignette output
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This dataset is provided so that others can compare the output they generate when implementing vignette code with that generated by the authors.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
fakes
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/W95KED&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Specific R Package - AQoL-6D Vignette Output
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This dataset is provided so that others can apply the algorithms we have developed, consistent with the principles of the ready4 open science framework for data synthesis and simulation in mental health.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
fakes
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/GW7ZKC&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Synthetic (fake) dataset for hypothetical replication of study mapping psychological distress and functioning measures to AQoL-6D health utility
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This dataset is comprised of fake data that has been created to illustrate the potential transfer of a study algorithm for creating utility mapping models to new data. Outputs in this dataset are for instructional purposes only and should not be used to inform decision making.
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
fakes
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/LYBMB0&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Synthetic (fake) dataset for hypothetical replication of study mapping psychological distress and functioning measures to CHU-9D health utility
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
This dataset is comprised of fake data that has been created to illustrate the potential transfer of a study algorithm for creating CHU-9D utility mapping models to new data. Outputs in this dataset are for instructional purposes only and should not be used to inform decision making
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
fakes
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;https://doi.org/10.7910/DVN/3R5TS3&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;/div&gt;

      </description>
    </item>
    
    <item>
      <title>Docs: Framework library descriptions</title>
      <link>/docs/software/libraries/releases/</link>
      <pubDate>Wed, 28 Jan 2026 00:00:00 +0000</pubDate>
      
      <guid>/docs/software/libraries/releases/</guid>
      <description>
        
        
        &lt;p&gt;The two types of framework library are:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;&lt;img src=&#34;https://img.shields.io/badge/ready4-foundation-coral?style=flat&amp;amp;labelColor=black&amp;amp;logo=data:image/png;base64,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&#34; alt=&#34;&#34;&gt; - the foundational ready4 module and syntax; and&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;&lt;img src=&#34;https://img.shields.io/badge/ready4-authoring-maroon?style=flat&amp;amp;labelColor=black&amp;amp;logo=data:image/png;base64,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&#34; alt=&#34;&#34;&gt; - tools to implement standardised, semi-automated workflows for authoring and documenting computational models.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;Currently available framework libraries are summarised below.&lt;/p&gt;
&lt;p&gt;&lt;br/&gt;&lt;br/&gt;&lt;/p&gt;
&lt;html&gt;
&lt;body&gt;
&lt;div id=&#34;header&#34;&gt;
&lt;/div&gt;
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&lt;thead&gt;
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&lt;th style=&#34;text-align:left;&#34;&gt;
Type
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Package
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Purpose
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Documentation
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Code
&lt;/th&gt;
&lt;th style=&#34;text-align:left;&#34;&gt;
Examples
&lt;/th&gt;
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&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
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&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Author, Ingest, Label and Share Health Economic Model Datasets
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4use/authors.html&#34; style=&#34;     &#34;&gt;Citation&lt;/a&gt;
,
&lt;a href=&#34;https://ready4-dev.github.io/ready4use/index.html&#34; style=&#34;     &#34;&gt;Website&lt;/a&gt;
,
&lt;a href=&#34;https://github.com/ready4-dev/ready4use/releases/download/Documentation_0.0/ready4use_User.pdf&#34; style=&#34;     &#34;&gt;Manual
- Short (PDF)&lt;/a&gt; ,
&lt;a href=&#34;https://github.com/ready4-dev/ready4use/releases/download/Documentation_0.0/ready4use_Developer.pdf&#34; style=&#34;     &#34;&gt;Manual
- Full (PDF)&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://github.com/ready4-dev/ready4use/&#34; style=&#34;     &#34;&gt;Dev&lt;/a&gt;
,
&lt;a href=&#34;https://doi.org/10.5281/zenodo.5644336&#34; style=&#34;     &#34;&gt;Archive&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4use/articles/V_01.html&#34; style=&#34;     &#34;&gt;1&lt;/a&gt;,
&lt;a href=&#34;https://ready4-dev.github.io/ready4use/articles/V_02.html&#34; style=&#34;     &#34;&gt;2&lt;/a&gt;,
&lt;a href=&#34;https://ready4-dev.github.io/ready4use/articles/V_03.html&#34; style=&#34;     &#34;&gt;3&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;img role=&#34;img&#34; src=&#34;data:image/svg+xml;charset=utf-8;base64,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&#34;&gt;
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&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;img role=&#34;img&#34; 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&#34; width=&#34;51.2&#34; height=&#34;51.2&#34;&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Author Health Economic Analysis Programs and Reporting Templates
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4show/authors.html&#34; style=&#34;     &#34;&gt;Citation&lt;/a&gt;
,
&lt;a href=&#34;https://ready4-dev.github.io/ready4show/index.html&#34; style=&#34;     &#34;&gt;Website&lt;/a&gt;
,
&lt;a href=&#34;https://github.com/ready4-dev/ready4show/releases/download/Documentation_0.0/ready4show_User.pdf&#34; style=&#34;     &#34;&gt;Manual
- Short (PDF)&lt;/a&gt; ,
&lt;a href=&#34;https://github.com/ready4-dev/ready4show/releases/download/Documentation_0.0/ready4show_Developer.pdf&#34; style=&#34;     &#34;&gt;Manual
- Full (PDF)&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://github.com/ready4-dev/ready4show/&#34; style=&#34;     &#34;&gt;Dev&lt;/a&gt;
,
&lt;a href=&#34;https://doi.org/10.5281/zenodo.5644568&#34; style=&#34;     &#34;&gt;Archive&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4show/articles/V_01.html&#34; style=&#34;     &#34;&gt;4&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
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&lt;td style=&#34;text-align:left;&#34;&gt;
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&#34; width=&#34;51.2&#34; height=&#34;51.2&#34;&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Author and Document Functions that Implement Transferable Health
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4fun/authors.html&#34; style=&#34;     &#34;&gt;Citation&lt;/a&gt;
,
&lt;a href=&#34;https://ready4-dev.github.io/ready4fun/index.html&#34; style=&#34;     &#34;&gt;Website&lt;/a&gt;
,
&lt;a href=&#34;https://github.com/ready4-dev/ready4fun/releases/download/Documentation_0.0/ready4fun_User.pdf&#34; style=&#34;     &#34;&gt;Manual
- Short (PDF)&lt;/a&gt; ,
&lt;a href=&#34;https://github.com/ready4-dev/ready4fun/releases/download/Documentation_0.0/ready4fun_Developer.pdf&#34; style=&#34;     &#34;&gt;Manual
- Full (PDF)&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://github.com/ready4-dev/ready4fun/&#34; style=&#34;     &#34;&gt;Dev&lt;/a&gt;
,
&lt;a href=&#34;https://doi.org/10.5281/zenodo.5611779&#34; style=&#34;     &#34;&gt;Archive&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4fun/articles/V_01.html&#34; style=&#34;     &#34;&gt;5&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
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&#34; width=&#34;51.2&#34; height=&#34;51.2&#34;&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Author and Document Classes that Make Health Economic Models
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4class/authors.html&#34; style=&#34;     &#34;&gt;Citation&lt;/a&gt;
,
&lt;a href=&#34;https://ready4-dev.github.io/ready4class/index.html&#34; style=&#34;     &#34;&gt;Website&lt;/a&gt;
,
&lt;a href=&#34;https://github.com/ready4-dev/ready4class/releases/download/Documentation_0.0/ready4class_User.pdf&#34; style=&#34;     &#34;&gt;Manual
- Short (PDF)&lt;/a&gt; ,
&lt;a href=&#34;https://github.com/ready4-dev/ready4class/releases/download/Documentation_0.0/ready4class_Developer.pdf&#34; style=&#34;     &#34;&gt;Manual
- Full (PDF)&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://github.com/ready4-dev/ready4class/&#34; style=&#34;     &#34;&gt;Dev&lt;/a&gt;,
&lt;a href=&#34;https://doi.org/10.5281/zenodo.5640313&#34; style=&#34;     &#34;&gt;Archive&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4class/articles/V_01.html&#34; style=&#34;     &#34;&gt;6&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
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&#34; width=&#34;51.2&#34; height=&#34;51.2&#34;&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
Author R Packages of Health Economic Model Modules
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4pack/authors.html&#34; style=&#34;     &#34;&gt;Citation&lt;/a&gt;
,
&lt;a href=&#34;https://ready4-dev.github.io/ready4pack/index.html&#34; style=&#34;     &#34;&gt;Website&lt;/a&gt;
,
&lt;a href=&#34;https://github.com/ready4-dev/ready4pack/releases/download/Documentation_0.0/ready4pack_User.pdf&#34; style=&#34;     &#34;&gt;Manual
- Short (PDF)&lt;/a&gt; ,
&lt;a href=&#34;https://github.com/ready4-dev/ready4pack/releases/download/Documentation_0.0/ready4pack_Developer.pdf&#34; style=&#34;     &#34;&gt;Manual
- Full (PDF)&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://github.com/ready4-dev/ready4pack/&#34; style=&#34;     &#34;&gt;Dev&lt;/a&gt;
,
&lt;a href=&#34;https://doi.org/10.5281/zenodo.5644322&#34; style=&#34;     &#34;&gt;Archive&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4pack/articles/V_01.html&#34; style=&#34;     &#34;&gt;7&lt;/a&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
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&lt;td style=&#34;text-align:left;&#34;&gt;
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width=&#34;51.2&#34; height=&#34;51.2&#34;&gt;
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&lt;td style=&#34;text-align:left;&#34;&gt;
Implement Transparent, Reusable and Updatable Computational Health
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4/authors.html&#34; style=&#34;     &#34;&gt;Citation&lt;/a&gt;
,
&lt;a href=&#34;https://ready4-dev.github.io/ready4/index.html&#34; style=&#34;     &#34;&gt;Website&lt;/a&gt;
,
&lt;a href=&#34;https://github.com/ready4-dev/ready4/releases/download/Documentation_0.0/ready4_User.pdf&#34; style=&#34;     &#34;&gt;Manual
- Short (PDF)&lt;/a&gt; ,
&lt;a href=&#34;https://github.com/ready4-dev/ready4/releases/download/Documentation_0.0/ready4_Developer.pdf&#34; style=&#34;     &#34;&gt;Manual
- Full (PDF)&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://github.com/ready4-dev/ready4/&#34; style=&#34;     &#34;&gt;Dev&lt;/a&gt; ,
&lt;a href=&#34;https://doi.org/10.5281/zenodo.5606250&#34; style=&#34;     &#34;&gt;Archive&lt;/a&gt;
&lt;/td&gt;
&lt;td style=&#34;text-align:left;&#34;&gt;
&lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/V_01.html&#34; style=&#34;     &#34;&gt;8&lt;/a&gt;
,
&lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/V_02.html&#34; style=&#34;     &#34;&gt;9&lt;/a&gt;
,
&lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/V_03.html&#34; style=&#34;     &#34;&gt;10&lt;/a&gt;,
&lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/V_04.html&#34; style=&#34;     &#34;&gt;11&lt;/a&gt;
&lt;/td&gt;
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      </description>
    </item>
    
    <item>
      <title>Blog: ready4 PharmacoEconomics article</title>
      <link>/blog/2024/05/21/ready4-pharmacoeconomics-article/</link>
      <pubDate>Tue, 21 May 2024 00:00:00 +0000</pubDate>
      
      <guid>/blog/2024/05/21/ready4-pharmacoeconomics-article/</guid>
      <description>
        
        
        
        <![CDATA[<img src="/blog/2024/05/21/ready4-pharmacoeconomics-article/featured-ready4-get_hu14c90c690a9a1ff4a222a795ddca7c16_43702_640x0_resize_catmullrom_3.png" width="640" height="263"/>]]>
        
        &lt;p&gt;&lt;strong&gt;The ready4 framework has achieved another milestone with the publication of the first peer-reviewed article relating to its development and application.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The first peer-reviewed publication describing the ready4 software framework is now &lt;a href=&#34;https://doi.org/10.1007/s40273-024-01378-8&#34;&gt;available in PharmacoEconomics&lt;/a&gt;. Thank you to the co-authors, advisers and peer-reviewers who helped achieve this outcome.&lt;/p&gt;

      </description>
    </item>
    
    <item>
      <title>Blog: ready4 is now on CRAN</title>
      <link>/blog/2024/04/17/ready4-is-now-on-cran/</link>
      <pubDate>Wed, 17 Apr 2024 00:00:00 +0000</pubDate>
      
      <guid>/blog/2024/04/17/ready4-is-now-on-cran/</guid>
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        <![CDATA[<img src="/blog/2024/04/17/ready4-is-now-on-cran/featured-ready4-get_hu14c90c690a9a1ff4a222a795ddca7c16_43702_640x0_resize_catmullrom_3.png" width="640" height="263"/>]]>
        
        &lt;p&gt;&lt;strong&gt;The ready4 framework has reached a major milestone with the inclusion on CRAN of the ready4 foundation library.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;The first of the six libraries that comprise the ready4 software framework is now &lt;a href=&#34;https://cran.r-project.org/web/packages/ready4/index.html&#34;&gt;available on CRAN&lt;/a&gt;. Thank you to the volunteer peer-reviewers who took the time to review our submissions and help ensure that the library was compliant with all required CRAN policies.&lt;/p&gt;

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    <item>
      <title>Blog: Introducing ready4 framework modules and syntax</title>
      <link>/blog/2022/01/14/introducing-ready4-framework-modules-and-syntax/</link>
      <pubDate>Fri, 14 Jan 2022 00:00:00 +0000</pubDate>
      
      <guid>/blog/2022/01/14/introducing-ready4-framework-modules-and-syntax/</guid>
      <description>
        
        
        
        <![CDATA[<img src="/blog/2022/01/14/introducing-ready4-framework-modules-and-syntax/featured-ready4-get_hu14c90c690a9a1ff4a222a795ddca7c16_43702_640x0_resize_catmullrom_3.png" width="640" height="263"/>]]>
        
        &lt;p&gt;&lt;strong&gt;The ready4 framework has reached a major milestone with the launch of tools to implement modular models that use a simple and consistent syntax.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;Development version software to implement and extend the ready4 framework has been publicly available for over a year now. However, the way that this code was limited has limited its potential utility as a toolkit for developing transparent and modular mental health systems models. The latest release of the ready4 R package addresses these limitations with two important innovations:&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;introducing the concept of modules, to facilitate consistent application of an &lt;a href=&#34;https://ready4-dev.github.io/ready4/articles/V_03.html&#34;&gt;Object Oriented Programming&lt;/a&gt; approach throughout the ready4 software suite;&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;codifying a simple and consistent syntax for use in all programs that implement configurations of models developed with the ready4 framework.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;To view or cite the archive copy of the version of the ready4 package which introduced these innovations use &lt;a href=&#34;https://doi.org/10.5281/zenodo.5847544&#34;&gt;https://doi.org/10.5281/zenodo.5847544&lt;/a&gt;. To view or cite the most recently archived copy of the ready4 package use &lt;a href=&#34;https://doi.org/10.5281/ZENODO.5606250&#34;&gt;https://doi.org/10.5281/ZENODO.5606250&lt;/a&gt;. The latest documentation for the package is available at &lt;a href=&#34;https://ready4-dev.github.io/ready4/&#34;&gt;https://ready4-dev.github.io/ready4/&lt;/a&gt;&lt;/p&gt;

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