tag:joss.theoj.org,2005:/papers/tagged/linear%20multistep%20methodJournal of Open Source Software2020-11-17T15:49:05ZJournal of Open Source Softwarehttps://joss.theoj.orgtag:joss.theoj.org,2005:Paper/18522020-11-17T15:49:05Z2021-02-15T11:30:17ZNodePy: A package for the analysis of numerical ODE solversaccepted0.92020-07-13 11:13:47 UTC552020-11-17 15:49:05 UTC520202515DavidI.KetchesonKing Abdullah University of Science and Technology0000-0002-1212-126XHendrikRanochaKing Abdullah University of Science and Technology0000-0002-3456-2277MatteoParsaniKing Abdullah University of Science and Technology0000-0001-7300-1280UmairBinWaheedKing Fahd University of Petroleum & Minerals0000-0002-5189-0694YiannisHadjimichaelEötvös Loránd Tudományegyetem0000-0003-3517-855710.21105/joss.02515https://doi.org/10.5281/zenodo.4275158Pythonhttps://joss.theoj.org/papers/10.21105/joss.02515.pdfnumerical analysis, differential equations, Runge-Kutta method, linear multistep methodtag:joss.theoj.org,2005:Paper/18682020-10-30T19:17:32Z2021-02-15T11:30:15ZRK-Opt: A package for the design of numerical ODE solversacceptedv1.0.02020-07-21 06:05:44 UTC542020-10-30 19:17:32 UTC520202514DavidI.KetchesonKing Abdullah University of Science and Technology, Saudi Arabia0000-0002-1212-126XMatteoParsaniKing Abdullah University of Science and Technology, Saudi Arabia0000-0001-7300-1280ZacharyJ.GrantOak Ridge National Laboratory, USA0000-0002-1293-4770AronJ.AhmadiaCapital One, USA0000-0002-2573-2481HendrikRanochaKing Abdullah University of Science and Technology, Saudi Arabia0000-0002-3456-227710.21105/joss.02514https://doi.org/10.5281/zenodo.4146740Matlab, Mathematica, Pythonhttps://joss.theoj.org/papers/10.21105/joss.02514.pdfnumerical analysis, differential equations, Runge-Kutta method, linear multistep method, strong stability preservation, absolute stability