{"id":254,"date":"2012-10-11T08:09:32","date_gmt":"2012-10-11T08:09:32","guid":{"rendered":"http:\/\/solverstudio.org\/?page_id=254"},"modified":"2013-03-06T21:29:43","modified_gmt":"2013-03-06T21:29:43","slug":"neos","status":"publish","type":"page","link":"https:\/\/solverstudio.org\/languages\/neos\/","title":{"rendered":"SolverStudio &#038; NEOS"},"content":{"rendered":"<p><a href=\"http:\/\/www.neos-server.org\/\"><img loading=\"lazy\" decoding=\"async\" alt=\"\" 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\" width=\"800\" height=\"164\" \/><\/a><\/p>\n<p>SolverStudio allows models built using AMPL &amp; GAMS to be solved in the cloud using the free <a href=\"http:\/\/www.neos-server.org\/\" target=\"_blank\">NEOS server<\/a>. These companies very generously make their full systems available on NEOS, and so you do not need to have AMPL or GAMS (not even the free student versions) installed on your own computer.<\/p>\n<p>The NEOS Server is a fantastic collaborative project of the optimization community that allows users to easily experiment with different solvers for their problem. Unlike the free student version of AMPL &amp; GAMS, AMPL on NEOS and GAMS on NEOS have no problem size limitations, other than limits on the size of the model and data files that are exchanged with NEOS. Note that all jobs submitted to NEOS are logged and available for <a href=\"http:\/\/www.neos-server.org\/neos\/archives\">downloading<\/a>, and so using SolverStudio with NEOS results in your model and data becoming public. You should make yourself aware of the <a href=\"http:\/\/www.neos-server.org\/neos\/termofuse.html\" target=\"_blank\">NEOS Terms of Service<\/a>.<\/p>\n<p>If you choose &#8220;AMPL on NEOS&#8221; or &#8220;GAMS on NEOS&#8221; as your modelling language in SolverStudio, then when you click Solve, SolverStudio will take your model and the associated data from your spreadsheet and send these off to the NEOS server at <a href=\"http:\/\/neos-server.org\">neos-server.org<\/a>. The NEOS server will then run your files. SolverStudio waits for NEOS to report that the run has finished. SolverStudio then takes the model results and writes them back into your spreadsheet.<\/p>\n<p>Your AMPL or GAMS model and data are created in SolverStudio in exactly the same way as if you were using SolverStudio with a local copy of AMPL\/GAMS installed on your own machine. This includes you including commands to choose a solver (see next), solve the problem and then write result to the spreadsheet using (in AMPL) the\u00a0 <em>display &lt;variable&gt; &gt; Sheet;<\/em> commands.<\/p>\n<p>SolverStudio automatically makes a small number of changes required for your model to work on NEOS. SolverStudio assumes you only have one command per line; putting multiple commands on the same line may cause problems. In particular, please ensure that the param, set and var commands (and the GAMS equivalents) are each on their their own line, and similarly that the following AMPL commands (if included) are also each on their own line:<br \/>\noption solver &lt;solver&gt;;<br \/>\n<em>solve;<br \/>\ndisplay &lt;variable1&gt;;<br \/>\n<em>display &lt;variable2&gt;;<\/em><br \/>\n<\/em><\/p>\n<p>NEOS has a wide range of solvers available that work with AMPL and GAMS. The full list is available on <a href=\"www.neos-server.org\/neos\/solvers\/\">NEOS<\/a>. (SolverStudio supports all solvers available on NEOS as at 11 October 2012.) You use the standard AMPL <em>option solver &lt;solver&gt;<\/em> command (or SolverStudio&#8217;s AMPL menu) to choose your Solver, such as: <em>option solver CBC;<\/em> or <em>option solver Minos;<\/em>. For GAMS, the solver is selected using the SolverStudio GAMS menu.<em><br \/>\n<\/em><\/p>\n<p>Note that if you cancel your optimisation run using SolverStudio&#8217;s Cancel button, then SolverStudio oes the right thing and also tells NEOS to cancel the problem.<\/p>\n<p><strong>Technical Implementation Notes:<\/strong><\/p>\n<p>SolverStudio includes Python code that uses the <a href=\"http:\/\/www.neos-server.org\/neos\/NEOS-API.html\" target=\"_blank\">NEOS XML-based API<\/a> to send a model and data file to NEOS, and then get back the progress reports and final results.<\/p>\n<p>You can view the XML file sent by SolverStudio to NEOS by choosing SolverStudio&#8217;s <em>File<\/em> menu, selecting <em>View Working Files<\/em>, and opening <em>NEOSJob.xml<\/em> with a text editor. The raw NEOS results are in the <em>Sheet<\/em> file. (Note that these files are automatically deleted when you quit Excel.)<\/p>\n<p>NEOS runs AMPL with a single input file that is created on NEOS by merging model, data and run files. NEOS checks the run file, and if this run file does not have a <em>solve;<\/em> command, then NEOS adds one in. SolverStudio&#8217;s model file already includes both a data command and a solve command entered by the user. The user&#8217;s data command fails on NEOS as the NEOS data file is called ampl.dat, not Sheet.dat as used by SolverStudio. The solve command results in the model being solved twice! To avoid these difficulties, SolverStudio changes the user&#8217;s &#8220;data Sheet.dat&#8221; command to the NEOS-compatible\u00a0 &#8220;data ampl.dat&#8221;, and adds an &#8220;end;&#8221; at the end of the user&#8217;s model file to stop any further AMPL processing. SolverStudio provides an empty run file to NEOS.<\/p>\n<p>SolverStudio changes the &#8220;display &lt;variable&gt; &gt; Sheet;&#8221; commands in the model to &#8220;_display &lt;variable&gt;;&#8221;. (Piping output to a file is not permitted on NEOS, and thus the &#8220;display &lt;variable&gt; &gt; Sheet&#8221; command fails on NEOS.)\u00a0 SolverStudio then parses the NEOS output to find data written by AMPL by the &#8220;_display&#8221; command.<\/p>\n<p>The GAMS implementation is similar to that for AMPL, but uses GDX files to send and receive data.<\/p>\n<p>SolverStudio&#8217;s code is based on the excellent NEOS <a href=\"http:\/\/www.neos-server.org\/neos\/NEOS-API.html\">example code<\/a> in Python.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>SolverStudio allows models built using AMPL &amp; GAMS to be solved in the cloud using the free NEOS server. These companies very generously make their full systems available on NEOS, and so you do not need to have AMPL or GAMS (not even the free student versions) installed on your own computer. The NEOS Server [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":201,"menu_order":0,"comment_status":"open","ping_status":"open","template":"","meta":{"footnotes":""},"class_list":["post-254","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/solverstudio.org\/wp-json\/wp\/v2\/pages\/254","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/solverstudio.org\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/solverstudio.org\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/solverstudio.org\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/solverstudio.org\/wp-json\/wp\/v2\/comments?post=254"}],"version-history":[{"count":9,"href":"https:\/\/solverstudio.org\/wp-json\/wp\/v2\/pages\/254\/revisions"}],"predecessor-version":[{"id":258,"href":"https:\/\/solverstudio.org\/wp-json\/wp\/v2\/pages\/254\/revisions\/258"}],"up":[{"embeddable":true,"href":"https:\/\/solverstudio.org\/wp-json\/wp\/v2\/pages\/201"}],"wp:attachment":[{"href":"https:\/\/solverstudio.org\/wp-json\/wp\/v2\/media?parent=254"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}