Domain > www.xmds.org

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DNS Resolutions

Date	IP Address
2014-07-14	216.34.181.97 (ClassC)
2025-01-29	204.68.111.100 (ClassC)

HTTP/1.1 200 OKServer: nginxDate: Thu, 25 Apr 2024 12:11:00 GMTContent-Type: text/htmlContent-Length: 32787Connection: keep-alivevary: Accept-Encodingvary: Hostlast-modified: Sat, 23 Oct 2021 02:10:19

!DOCTYPE html>html>  head>    meta charsetutf-8 />    meta nameviewport contentwidthdevice-width, initial-scale1.0 />    title>Welcome to XMDS2! — XMDS2 3.1.0 documentation/title>    link relstylesheet href_static/pygments.css typetext/css />    link relstylesheet href_static/classic.css typetext/css />        script iddocumentation_options data-url_root./ src_static/documentation_options.js>/script>    script src_static/jquery.js>/script>    script src_static/underscore.js>/script>    script src_static/doctools.js>/script>        link relshortcut icon href_static/xmds_favicon.ico/>    link relindex titleIndex hrefgenindex.html />    link relsearch titleSearch hrefsearch.html />    link relnext titleIntroduction hrefintroduction.html />   /head>body>    div classrelated rolenavigation aria-labelrelated navigation>      h3>Navigation/h3>      ul>        li classright stylemargin-right: 10px>          a hrefgenindex.html titleGeneral Index             accesskeyI>index/a>/li>        li classright >          a hrefintroduction.html titleIntroduction             accesskeyN>next/a> |/li>        li classnav-item nav-item-0>a href#>XMDS2 3.1.0 documentation/a> »/li>        li classnav-item nav-item-this>a href>Welcome to XMDS2!/a>/li>       /ul>    /div>      div classdocument>      div classdocumentwrapper>        div classbodywrapper>          div classbody rolemain>              div classsection idwelcome-to-xmds2>h1>Welcome to XMDS2!a classheaderlink href#welcome-to-xmds2 titlePermalink to this headline>¶/a>/h1>p>This website provides the documentation for XMDS2 (an all-new version of a classreference internal hrefintroduction.html#xmdshistory>span classstd std-ref>XMDS/span>/a>), a software package that allows the fast and easy solution of sets of ordinary, partial and stochastic differential equations, using a variety of efficient numerical algorithms./p>p>If you publish work that has involved XMDS2, please cite it as a classreference external hrefhttp://dx.doi.org/10.1016/j.cpc.2012.08.016>Comput. Phys

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Domain > www.xmds.org

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