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If I do `lambdify(x,sp.legendre(m,x),'numpy')` and plot the corresponding legendre polynomial for relative high degree (e.g. n = 44) in the interval [-1 , 1], the function diverges at the edges.
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Create a function that computes Legendre & Gegenbauer polynomials.
Examples:
https://github.com/jstriaukas/midasml/blob/master/R/midas.polynomials.R
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"OpenMG" (lets shorten that more: "OMG") allows the user to sample scattering angles from the provide legendre polynomials described the scattering moment matrices as a non-default option. This is cu…
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Look at https://github.com/brettliem/phaseprep and https://github.com/idevicente/Phase-based_denoising_pipeline
tsalo updated
2 weeks ago
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## *Repository Creation Request*
Use this to get your experiment repository created or updated on GitHub under Virtual Labs organization.
1. #### Coordinating Institute: IIT Bombay
2. #### Appr…
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Imported from SourceForge on 2024-07-05 21:37:02
Created by **[maximuser](https://sourceforge.net/u/maximuser/)** on 2011-09-18 11:40:18
Original: https://sourceforge.net/p/maxima/bugs/2275
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I de…
rtoy updated
2 months ago
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Chebyshev polynomials should be drop-in replaceable with Legendre ones. Right now it doesn't work, the curves go crazy pretty quick.
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By implementing spherical harmonics using the [legendre polynomials recurrence formula](https://en.wikipedia.org/wiki/Associated_Legendre_polynomials#Recurrence_formula), the speed of the wave functi…
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The power series used for small arguments in `eval_legendre` performs poorly for even `n` particularly as `n` becomes large. In this case, using the recurrence directly appears to be better. Althoug…
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Since the Associated Legendre Polynomials are naturally 0-indexed, we should take advantage of the `OffsetArrays` package and work with 0-indexed arrays.
jmert updated
4 years ago