-
## Which section of the Halo 2 book were you reading?
4.2 Polynomials, subsection "Lagrange basis functions"
## What was unclear?
Why the Lagrange basis is " a more natural expression" either…
str4d updated
3 years ago
-
Just installed and waited 10 min to install all dependent packages. Is it the minimum number of dependencies needed? Then I got an error at the end: 😩
220 dependencies successfully precompiled in 1…
-
A lot of conflicts:
```
sage: S. = QQ[]
sage: from itertools import product
sage: values = [S(t) for t in product((0,1/2,1,2), repeat=5)]
sage: len(set(map(hash,values)))
565
sage: len(values)
1024…
-
The idea is to have other methods to improve bounding polynomials, specially with many variables.
-
Two polynomial numbers represented by a linked list. Write a function , that add these lists i.e. add the coefficients who have same variable powers. It is Expected to Write entire workable solution …
-
### Problem Description
While the functionality of univariate and multivariate polynomials is quite different, it is helpful to have an easy way to convert suitable polynomial objects from one clas…
-
Starfish currently supports calibration polynomials in the flux domain, parameterized as Chebyshev polynomials (c.f. Czekala et al. 2015). In principle there could be calibration uncertainties attrib…
gully updated
7 years ago
-
With v4.0.0:
```julia-repl
julia> using Test, Polynomials
julia> p = ImmutablePolynomial((1,))
ImmutablePolynomial(1)
julia> q = Polynomial([10, 20])
Polynomial(10 + 20*x)
julia> @inferre…
-
We assume $\psi = \rho^2$, so that $\rho$ is proportional to the minor radius. This is necessary for the Zernike polynomials to properly resolve the magnetic axis. However, it is not necessary far fro…
ddudt updated
2 months ago
-
Imported from SourceForge on 2024-07-07 12:45:11
Created by **[willisbl](https://sourceforge.net/u/willisbl/)** on 2004-06-17 13:30:55
Original: https://sourceforge.net/p/maxima/bugs/577
---
Derivat…
rtoy updated
4 months ago