搜索结果: 1-15 共查到“代数K理论”相关记录47条 . 查询时间(2.328 秒)
安徽师范大学数学与统计学院吴俊教授(图)
同调代数 代数K理论 代数表示论
2021/11/17
科睿唯安(Clarivate)最近公布了2018年全球高被引科学家名单,西安交大共4名教授入选。其中,能动学院郭烈锦院士、理学院丁书江教授、材料学院马伟教授三人入选交叉学科领域的高被引科学家名单,人居学院程海教授入选地球科学领域高被引科学家名单。
西安交通大学4人入选2018年全球高被引科学家名单
西安交通大学 2018年 全球高被引科学家 名单
2018/12/13
科睿唯安(Clarivate)最近公布了2018年全球高被引科学家名单,西安交大共4名教授入选。其中,能动学院郭烈锦院士、理学院丁书江教授、材料学院马伟教授三人入选交叉学科领域的高被引科学家名单,人居学院程海教授入选地球科学领域高被引科学家名单。
中国石油大学(华东)3位教授入选爱思唯尔2017年中国高被引学者榜单(图)
中国石油大学(华东) 教授 爱思唯尔 2017年 中国高被引 学者榜单 物理学 天文学 理学
2018/1/27
2018年1月19日,爱思唯尔发布2017年中国高被引学者(Most Cited Chinese Researchers)榜单,1793名最具世界影响力的中国学者入选。我校3位教授继2016年后再次入选,入榜学者总数并列全国第78位。3名入榜教授为数学学科入选者、理学院蒋达清教授,物理学和天文学学科入选者、理学院孙道峰教授,免疫和微生物学学科入选者、原化学工程学院党宏月教授。
首批国家精品在线开放课程武汉大学24门入选——入选数量居全国第二(图)
国家精品在线开放课程 武汉大学 24门 全国第二 哲学 医学 文学 历史学 理学
2018/2/2
2018年1月15日,教育部在京召开在线开放课程建设与应用推进会,宣布首批共490门国家精品在线开放课程,我校24门课程入选,入选数量居全国第二。我校被认定的国家级精品在线开放课程,均在中国大学MOOC平台上至少完成了两期教学活动,课程质量高、共享范围广、应用效果好、示范性强,涉及的学科包括哲学、医学、文学、历史学、理学、经济学、管理学、工学、法学。
陕西师范大学数学与信息科学学院高玉彬副教授
陕西师范大学数学与信息科学学院 副教授 高玉彬 代数K-理论 交换代数
2017/12/26
高玉彬,副教授,陕西师范大学数学与信息科学学院。他主要从事代数K-理论、交换代数方面的研究工作,先后主持数学天元基金和国家自然科学基金青年基金项目。论文、专著:1.Yubin Gao, Guoping Tang, K2 of finite abelian group algebras, Journal of Pure and Applied Algebra, Vol.213, issue 7,12...
Professor R.Keith Dennis,Department of Mathematics at Cornell University(图)
Department of Mathematics at Cornell University Professor algebraic K-theory group theory
2015/9/11
The KH-Theory of Complete Simplicial Toric Varieties and the Algebraic K-Theory of Weighted Projective Spaces
Toric Varieties Algebraic K-Theory Weighted Projective Spaces K-regularity
2012/7/11
We show that, for a complete simplicial toric variety $X$, we can determine its homotopy $\K$-theory (denoted $\KH$-theory) entirely in terms of the torus pieces of open sets forming an open cover of ...
The product structure of the equivariant K-theory of the based loop group of SU(2)
equivariant K-theory Lie group loop group based loop spaces
2012/6/30
Let G=SU(2) and let \Omega G denote the space of continuous based loops in G, equipped with the pointwise conjugation action of G. It is a classical fact in topology that the ordinary cohomology H^*(\...
Equivariant semi-topological K-homology and a theorem of Thomason
Equivariant semi-topological K-homology a theorem of Thomason K-Theory and Homology
2012/6/19
We generalize several comparison results between algebraic, semi-topological and topological K-theories to the equivariant case with respect to a finite group. Moreover, we show that Walker's theorem ...
Algebraic Kasparov K-theory. II
Bivariant algebraic K-theory homotopy theory of algebras triangulated categories
2012/6/12
A kind of motivic stable homotopy theory of algebras is developed. Explicit fibrant replacements for the S^1-spectrum and (S^1,\G)-bispectrum of an algebra are constructed. As an application, unstable...
Hochschild homology of Hopf algebras and free Yetter-Drinfeld resolutions of the counit
Hochschild homology of Hopf algebras free Yetter-Drinfeld resolutions the counit K-Theory and Homology
2012/4/18
We show that if $A$ and $H$ are Hopf algebras that have equivalent tensor categories of comodules, then one can transport what we call a free Yetter-Drinfeld resolution of the counit of $A$ to the sam...
Higher algebraic $K$-groups and $\mathcal D$-split sequences
Algebraic K-theory Derived equivalence D -split sequence GV-ideal Mayer-Vietoris sequence
2011/9/21
Abstract: In this paper, we use $\mathcal D$-split sequences and derived equivalences to provide formulas for calculation of higher algebraic $K$-groups (or mod-$p$ $K$-groups) of certain matrix subri...
(Self-)similar groups and the Farrell-Jones conjectures
(Self-)similar groups the Farrell-Jones conjectures K-Theory and Homology
2011/9/21
Abstract: We show that contracting self-similar groups satisfy the Farrell-Jones conjectures as soon as their universal contracting cover is non-positively curved. This applies in particular to bounde...
Dualities in Field Theories and the Role of K-Theory
duality S-duality T-duality K-theory AdS/CFT correspondence D-brane
2011/10/9
Abstract: It is now known (or in some cases just believed) that many quantum field theories exhibit dualities, equivalences with the same or a different theory in which things appear very different, b...