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I think it is Chebyshev polynomial of first kind
https://en.wikipedia.org/wiki/Chebyshev_polynomials
need correction of implemtation
![image](https://github.com/molket-io/molket.jl/assets/14924027…
gh85 updated
5 months ago
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Thank you for this interesting paper. However, as I go through the paper and code, there is something that I am not very sure about. Based on my understanding, followings are the normalized Hermite …
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*This issue has been tagged for a bounty during [unitaryHACK](https://unitaryfund.github.io/unitaryhack/participating-projects.html)*
Currently all calculations of [multidimensional hermite polynom…
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At the moment just the Chebyshev polynomials are symbolic. Missing are `hermite`, `laguerre`, `legendreP`, `legendreQ`, `ultraspherical` (=`gegenbauer`), and, while the Stirling and Euler polynomial…
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In scipy.special the function roots_genlaguerre, which returns the zeros of the nth order generalized laguerre polynomial and weights for gaussian quadrature, breaks at n bigger than around 200 return…
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Previously I could view a range of Hermite polynomials inside @manipulate.
Screenshot probably says it all here:
![screen shot 2018-10-30 at 5 37 56 am](https://user-images.githubusercontent.com/…
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In the test directory, include code function values of different polynomials as tests to verify answers are correct.
I have yet to find a more efficient method than copy pasting the [pdf archives](ht…
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I was talking to @dlfivefifty over at `ApproxFun.jl` where they have an implementation of the hermite transform using gausshermite quadrature. While this is clearly a reliable choice, is there any sco…
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Support for orthogonal polynomials.
References:
- [ ] https://people.sc.fsu.edu/~jburkardt/f_src/jacobi_polynomial/jacobi_polynomial.html
- [ ] https://people.sc.fsu.edu/~jburkardt/f_src/cheby…
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*SymPy* Version: 1.5.1 (Debian _sid_)
Question first posted on [stackexchange](https://stackoverflow.com/questions/29824790/how-to-check-the-current-version-of-sympy-and-upgrade-to-latest)
I'm t…