Used to solve nonlinear systems in the bifurcation, chaos, periodic, quasi-periodic dynamics, etc., you can seek numerical solutions, but also drawing, as long as know the system model, you can freely modify the parameters as needed, the software with instructions for use, simple and easy to understand

winpp0




......\bvp.ode

......\dae_ex1.ode
......\dae_ex2.ode
......\dae_ex3.ode
......\delay-nonsmooth.ode
......\delay.ode
......\eco.ode
......\eco1.gif
......\eco2.gif
......\eddarr.gif
......\editcrv.gif
......\epsilon.gif
......\equil.gif
......\filmen.gif
......\fisher.ode
......\fixran.gif
......\gberg.ode
......\gramen.gif
......\hfun.gif
......\hhnasing.ode
......\ics.gif
......\intpar.gif
......\intran.gif
......\keepcrv.gif
......\key.html
......\lbfeq.gif
......\lbfmap.ode
......\lecar.gif
......\locbif.gif
......\locbif.html
......\lorenz.ani
......\lorenz.avi
......\lorenz.gif
......\lorenz2.ode
......\ml.ode
......\nnet2.ode
......\nummen.gif
......\param.gif
......\pend.avi
......\pend.gif
......\pend.ode
......\pend2.ani
......\pendani.gif
......\period7.gif
......\phamen.gif
......\phase.ode
......\poincare.gif
......\readme.htm
......\readme.txt
......\rhsed.gif
......\runmen.gif
......\stability.ode
......\toon.gif
......\transp.gif
......\tstlbffp.ode
......\tstvol2.ode
......\tyson.ode
......\view.gif
......\wave.ani
......\wave.avi
......\wave.ode
......\wcring.ode
......\winpp.exe
......\winpp.gif
......\wpp.log
......\xpptut.html

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