FROBENIUS

作品数:143被引量:104H指数:6
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相关领域:理学更多>>
相关作者:邵保刚刘铎胡付高傅宁许安国更多>>
相关机构:西北师范大学北京师范大学复旦大学首都师范大学更多>>
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相关基金:国家自然科学基金中国博士后科学基金国家教育部博士点基金福建省自然科学基金更多>>
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Bounds for Polynomial’s Roots from Hessenberg Matrices and Gershgorin’s Disks
《Advances in Pure Mathematics》2021年第12期963-977,共15页Mamoudou Amadou Bondabou Ousmane Moussa Tessa Maimouna Salou 
The goal of this study is to propose a method of estimation of bounds for roots of polynomials with complex coefficients. A well-known and easy tool to obtain such information is to use the standard Gershgorin’s theo...
关键词:Bounds for Roots of Polynomials Gershgorin Frobenius Companion Matrix Hessenberg Matrices Ovals of Cassini 
A Study of the p-Adic Frobenius Lifts and p-Adic Periods, from a Deformation Theory Viewpoint
《Advances in Pure Mathematics》2018年第4期408-418,共11页Lucian M. Ionescu 
A canonical p-adic Frobenius lift is defined in the context of p-adic numbers, viewed as deformations of the corresponding finite field. Applications to p-adic periods are considered, including to the classical Euler ...
关键词:P-ADIC Numbers FROBENIUS Lift PERIODS FEYNMAN INTEGRALS Deformation Theory 
Lattice Models of Finite Fields
《Advances in Pure Mathematics》2017年第9期451-466,共16页Lucian M. Ionescu Mina M. Zarrin 
Finite fields form an important chapter in abstract algebra, and mathematics in general, yet the traditional expositions, part of Abstract Algebra courses, focus on the axiomatic presentation, while Ramification Theor...
关键词:Finite FIELDS Algebraic Number FIELDS RAMIFICATION Theory FROBENIUS Element CONGRUENCE ZETA Function WEIL Zero 
<i>S</i>-Injective Modules and Rings被引量:1
《Advances in Pure Mathematics》2014年第1期25-33,共9页Nasr A. Zeyada 
We introduce and investigate the concept of s-injective modules and strongly s-injective modules. New characterizations of SI-rings, GV-rings and pseudo-Frobenius rings are given in terms of s-injectivity of their mod...
关键词:S-Injective Module Kasch RING Pseudo FROBENIUS RING 
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