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All the orthogonal polynomials should return states with both value and derivative!
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The numpy library polynomial contains modules for Legendre, Chebyshev, Jacobi, Laguerre, and Hermite polynomials. In Maple these can be treated symbolically, so that, for example evaluating 2*x*Cheb…
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In #16670 the superiority of FLINT for creation of big Chebyshev-T-polynomials was confirmed. At T_10000 the speedup is already about 50x versus the present implementation. The issue is outsourced t…
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For completeness, we need some examples that include
- integration of the PDE variables over the entire domain or individual elements/material domains, for $m = 0, 1, 2$
- calculation of cumulativ…
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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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If you have a basis of Chebyshev Polynomials, for example, that looks like this:
```
[T00 T01 T02;
T10 T11 0 ;
T20 0 0 ]
```
These are stored like so
```
[T00, T01, T10, T02, T11, …
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@jstac @albop @spencerlyon2 @mmcky
I have implemented a [generic solver](https://github.com/davidrpugh/bvp-solver) that uses projection methods to solve systems of non-linear differential equations …
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A few useful shapes that are missing:
- [ ] SemiAntidot: Semicircles that can do transmission and transparency
- [ ] SemiEllipses: Semicircles that are ellipse shaped
- [ ] SemiAntiEllipse: SemiEll…
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Hi @vpuri3 I am interested in this project and also
- Gauss-Hermite
- Gauss-Laguerre
quadratures, and how nonlinear terms are handled. In particular there is a body of work in ultra-cold gases t…