GRAPHIC PROGRAMS IN VISUAL C++ (1)

Choose a source program (*.cpp) by clicking the appropriate button.

GR2D.H GR2D.CPP APOLLO.MAK APOLLO.CPP BILLARD.MAK BILLARD.CPP BOLYGONE.MAK BOLYGONE.CPP VERHULST.MAK VERHULST.CPP CHAOS.MAK CHAOS.CPP FRACTALS.MAK FRACTALS.CPP HENON.MAK HENON.CPP MANDEL.MAK MANDEL.CPP MANDZOOM.MAK MANDZOOM.CPP JULIA.MAK JULIA.CPP LORENZ.MAK LORENZ.CPP ROESSLER.MAK ROESSLER.CPP MIRA.MAK MIRA.CPP PLANETS.MAK PLANETS.CPP RK.MAK RK.CPP GRAPH3D.CPP SURFACES.MAK SURFACES.CPP SURFPARA.MAK SURFPARA.CPP DEFORM.MAK DEFORM.CPP INVERSE.MAK INVERSE.CPP TRANS2D.MAK TRANS2D.CPP FAISCEAU.MAK FAISCEAUX.CPP KNIGHT.MAK KNIGHT.CPP QUEENS.MAK QUEENS.CPP FRACTAL.MAK FRACTAL.CPP MACFUNC.MAK MACFUNC.CPP EQUA_DIF.CPP INSTRUCTIONS.TXT

Program Description Header file of module below Unit to draw a curve 2D with manual scaling Project file of program below Program to demonstrate Apollonius circles Project file of program below Program to demonstrate an elliptical billard Project file of program below The bolygones of order n Project file of program below Fractals: the Verhulst diagram Project file of program below Fractals: the Feigenbaum diagram Project file of program below Fractals: Triangular Von Koch snowflakes Project file of program below Fractals: the Henon's attractors Project file of program below Fractals: the set of Mandelbrot (complete) Project file of program below Fractals: the set of Mandelbrot (zoom) Project file of program below Fractals: the set of Julia Project file of program below Fractals: the Lorentz attractor Project file of program below Fractals: the Roessler attractor Project file of program below Fractals: the Mira's chaos Project file of program below The eight planets attraction problem Project file of program below View the solutions of a differential equations system having the form: y'=f(x,y,z), z'=g(x,y,z) Utility 3D Graph module used By Projects Surfaces and Surfpara Project file of program below Draw Surfaces Z=F(X,Y) removing hidden sections Project file of program below Draw Surfaces defined By X=F(u,v), Y=G(u,v) and Z=H(u,v) Project file of program below Transform a 2D figure NEW Project file of program below Inversion of a 2D figure NEW Project file of program below Geometrical Transformations in 2D plane NEW Project file of program below Draw an Artistic Bundle of Geometrical Lines NEW Project file of program below The problem of chess knight NEW Project file of program below The problem of chess queens NEW Project file of program below Fractals constructed from a base and a generating line derived from Von Koch's Snowflakes, and H Fractals NEW Project file of program below Approximating a function F(x) By Maclaurin's Series NEW Integration procedures used by program planets.cpp Instructions to compile a graphic program with *.MAK file

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