Comp_lib-确定自对偶正规基的复杂性-Stephane Blondeau Da Silva...

来自 : 开源中国 发布时间：2021-03-25

Comp_lib - Determine the complexity of a self-dual normal basis

This library aims at calculating the complexity of a basis that is a candidate for the lowest complexity basis for Fp^d/Fp, where p and d are prime numbers (Pickett and Vinatier, 2017). It enables also to determine the points multiplicities distribution in Fd^2 of the associated minimal Besicovitch arrangement.

It could be installed using pip:

pip install Comp_lib

Usage:

 from Comp_lib import Complexity, IncMatComp, P, axes, E

List of the functions:

E(j,k,d) : Create a matrix containing d^2-1 zeros and a single one at the (j+1)^th row and (k+1)^th column of the matrix Example:

2020年12月23日IncMatComp(7) IncMat(d) : The matrix containing the multiplicities of the points in Fd^2 determined by the minimal Besicovitch arrangement a...emmmmm咩咩咩,,Comp_lib-确定自对偶正规基的复杂性-Stephane Blondeau Da Silva - emmmmm咩咩咩的个人空间,OSCHINA博客Comp_lib-确定自对偶正规基的复杂性-Stephane Blondeau Da Silva 发布:2020-12-23 17:35:15.093640 作者:Stephane Blondeau Da Silva 作者邮箱:stephane.blondeau-da-silva@etu.unilim.fr 首页:UNKNOWN 文档:None......Comp