vendramin/enumeration:

Name: vendramin/enumeration:
Creator: Universidad de Buenos Aires
Published: 2021-08-11T00:00:00+08:00

Zenodo2021-08-11 更新2026-04-07 收录

杨-巴克斯特方程解枚举

代数结构

数据链接：

https://zenodo.org/doi/10.5281/zenodo.5180745 数据链接链接失效反馈

官方服务：

资源简介：

Code and database of Enumeration of set-theoretic solutions to the Yang-Baxter equation by Ö. Akgün, M. Mereb, L. Vendramin https://arxiv.org/abs/2008.04483

提供机构：

Universidad de Buenos Aires

创建时间：

2021-08-11

Inverse Properties in Neutrosophic Triplet Loop and Their Application to Cryptography

代数结构

密码学

A generalized group is an algebraic structure which has a deep physical background in the unified gauge theory and has direct relation with isotopies. Mathematicians and physicists have been trying to

DataCite Commons2020-08-28 更新130

IP Loop Algebraic Structures of order 7, 9, 11 and 13 with labelled classes

代数结构

同构分类

The dataset consists of IP loop algebraic structures of order 7, 9, 11 and 13 in matrix format along with their corresponding isomorphism classes. Each row represents a unique algebraic structure (as

Mendeley Data2024-03-27 更新80

Zagreb Indices and Size of a Graph Associated to a Ring with Python Syntax

图论

代数结构

For a graph with edges and vertices, the general zeroth-order Randi index measures the sum of the degree of each vertex to the power of nonzero ω . Meanwhile, the zero divisor graph of a commuta

DataCite Commons2025-12-17 更新60

Dataset to "On right conjugacy closed loops and right conjugacy closed loop folders" : Data of the non-associative RCC loops of order 26

代数结构

非结合环

This dataset contains the data of the non-associative right conjugacy closed loops (RCC loops) of order 26 referred by the PhD thesis "On right conjugacy closed loops and right conjugacy closed loop f

DataCite Commons2020-09-18 更新110

Structure of unit groups of quotient rings of integers in Some cubic fields

数论

代数结构

In the ring of integer ℤ, the structure of unit groups of quotient rings, denoted by (ℤn)×, is known. By the Chinese remainder theorem, the study of structure of (ℤn)× is reduced to study the structur

Mendeley Data2024-01-31 更新80

vendramin/enumeration:

资源简介：

相关数据集