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 Plotting 2D Real Functions with Discontinuities
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 0209-382
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 1999-09-13
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 The package RLSCF.m contains a function named PlotFR similar to Plot. PlotFR locates and avoids the discontinuities of real functions as Tan[x], 1/(x-2), and others, ploting the correct graphic. Also works with real values of x^(1/3) functions. "EjemploRLSCF.nb" shows a comparison between the plots obtained with Plot and PlotFR. Not for use with iterations of the same function as Tan[Tan[x]].
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 Plot, Function, Discontinuity, Real, Singularity
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| EjemploRLSCF.nb (566.1 KB) - Mathematica Notebook [Spanish] | | ExampleRLSCF.nb (504.3 KB) - Mathematica Notebook [English] | | RLSCF.m (9.6 KB) - Mathematica package |
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