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北京科技大学数理学院青年教师冯致程在国际顶尖数学杂志《Compositio Mathematica》发表论文（图）
北京科技大学数理学院 青年教师 冯致程 有限群经典模表示论 有限Lie型群表示论
2019/12/31
近日，我校数理学院冯致程博士与其合作者在日本数学家Murai相关工作的基础上成功将Robinson猜想转化为一个拟单群下的极小反例问题，之后运用有限单群分类定理及深刻的Lie型群分块理论，最终将奇素数情形下的Robinson猜想完全解决。该成果以“Robinson's conjecture on heights of characters”为题发表在国际著名数学杂志《Compositio Math...
首都师范大学数学科学学院方复全教授的科研成果在国际顶尖数学杂志《Acta Mathematica》在线发表
首都师范大学数学科学学院 方复全教授 科研成果 数学杂志 正曲率流形 拓扑结构
2017/10/18
日前，国际顶尖数学杂志《Acta Mathematica》2017年9月第1期刊登了首都师范大学数学科学学院方复全教授与国外数学家合作的论文《Tits geometry and positive curvature》。《Acta Mathematica》被数学界公认为国际上四大顶尖的数学杂志之一，由瑞典皇家科学院Mittag-Leffler研究所出版，旨在“发表数学各领域最高质量的研究论文”，每年...
上海交通大学常微分方程课件第二十二讲 平面常系数线性微分方程组的局部结构与Mathematica作图
上海交通大学 常微分方程 课件 第二十二讲 平面常系数线性微分方程组的局部结构与Mathematica作图
2017/5/2
上海交通大学常微分方程课件第二十二讲 平面常系数线性微分方程组的局部结构与Mathematica作图。
上海交通大学常微分方程课件第七讲 一阶隐式微分方程-2、高阶微分方程与Mathematica求解
上海交通大学 常微分方程 课件 第七讲 一阶隐式微分方程 高阶微分方程与Mathematica求解
2017/5/2
上海交通大学常微分方程课件第七讲 一阶隐式微分方程-2、高阶微分方程与Mathematica求解。
Quanta mathematica instrumentalis, from Latin, might mean How much mathematics for physical applications. But we try to give this expression another meaning.
We discuss how mathematics and its inst...
ReactionKinetics - A Mathematica package with applications II. Computational problems when building a reaction kinetics package
kinetics numerical analysis simulation parameter identification decomposition of overall reactions combustion
2011/9/9
Abstract: Treating a realistic problem in any field of reaction kinetics raises a series of problems: we review these illustrated with examples using ReactionKinetics, a Mathematica based package.
ReactionKinetics---A Mathematica Package with Applications I. Requirements for a Reaction Kinetics Package
kinetics mathematical modelling dynamic simulation computational chemistry graphs of reactions
2011/9/9
Abstract: Requirements are formulated for a reaction kinetics package to be useful for an as wide as possible circle of users and illustrated with examples using ReactionKinetics, a Mathematica based ...
A Distributed Procedure for Computing Stochastic Expansions with Mathematica
Rough paths；Iterated Integrals；Stochastic Expansions
2010/12/14
The solution of a (stochastic) di erential equation can be locally approxi-mated by a (stochastic) expansion. If the vector eld of the di erential equation is a polynomial, the corresponding expansio...
This journal is an electronic version of Acta Mathematica Universitatis Comenianae. It publishes original research articles in pure and applied mathematics.
Acta Mathematica Academiae Paedagogiace Nyiregyhaziensis, the journal of College of Nyiregyaza (Hungary), publishes papers in any part of mathematics. Manuscripts in informatics are also considered. T...