Dynamic application of several polynomials
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- Subject: [mg130158] Dynamic application of several polynomials
- From: Samuel <samuelsiqueira at gmail.com>
- Date: Fri, 15 Mar 2013 01:48:10 -0400 (EDT)
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I know how to get the 'resulting image' (y) from the application of a certain function (f) (here represented as the coefficients of a polynomial) over a certain interval (x):
x = Range[27000]/27001.;
f = {25.62, -38.43, 21.81}/9;
y = Map[f[[1]]*#^3 + f[[2]]*#^2 + f[[3]]*# &, x];
ListPlot[y]
How do i get the 'resulting images' from the application of several polynomials (represented as its coefficients) over a certain interval (x)?
Considering the representation of those several polynomials to be something like:
polynomials = Map[{9 - #[[1]] - #[[2]], #[[1]], #[[2]]} &, Flatten[Outer[List, -{23.75, 28.02, 32.29, 36.56, 40.83, 45.1, 49.37, 53.64, 57.91, 62.18}, {13.48, 15.9, 18.33, 20.75, 23.17, 25.6, 28.02, 30.44, 32.87, 35.29}], 1]]/9;
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- Re: Dynamic application of several polynomials
- From: Bob Hanlon <hanlonr357@gmail.com>
- Re: Dynamic application of several polynomials