王朝网络
分享
 
 
 

Theory of association schemes协会计划的理论

王朝导购·作者佚名
 
Theory of association schemes协会计划的理论  点此进入淘宝搜索页搜索
  特别声明:本站仅为商品信息简介,并不出售商品,您可点击文中链接进入淘宝网搜索页搜索该商品,有任何问题请与具体淘宝商家联系。
  参考价格: 点此进入淘宝搜索页搜索
  分类: 图书,进口原版书,人文社科 Non Fiction ,

作者: Paul-Hermann Zieschang 著

出 版 社: 北京燕山出版社

出版时间: 2005-12-1字数:版次: 1页数: 283印刷时间: 2005/12/01开本: 16开印次: 1纸张: 胶版纸I S B N : 9783540261360包装: 精装内容简介

Theory of Association Schemes is the first concept-oriented treatment of the structure theory of association schemes. It contains several recent results which appear for the first time in book form. The generalization of Sylow’s group theoretic theorems to scheme theory arises as a consequence of arithmetical considerations about quotient schemes. The theory of Coxeter schemes (equivalent to the theory of buildings) emerges naturally and yields a purely algebraic proof of Tits’ main theorem on buildings of spherical type. Also a scheme-theoretic characterization of Glauberman’s Z*-involutions is included. The text is self-contained and accessible for advanced undergraduate students.

作者简介

Paul-Hermann Zieschang received a Doctor of Natural Sciences and the Habilitation in Mathematics from the Christian-Albrechts-Universität zu Kiel. He is also Extraordinary Professor of the Christian-Albrechts-Universität zu Kiel. Presently, he holds the position of an Associate Professor at the University of Texas at Brownsville. He held visiting positions at Kansas State University and at Kyushu University in Fukuoka.

目录

1 Basic Facts

1.1 Structure Constants

1.2 Symmetric Elements

1.3 The Complex Product

1.4 Complex Products and Valencies

1.5 Complex Products of Subsets of Cardinality 1

2 Closed Subsets

2.1 Basic Facts

2.2 Dedekind Identities

2.3 Structure Constants

2.4 Maximal Closed Subsets

2.5 Normalizer and Strong Normalizer

2.6 Conjugates of Closed Subsets

3 Generating Subsets

3.1 Basic Facts

3.2 The Thin Residue

3.3 Elements of Valency 2

3.4 Closed Subsets Generated by Involutions

3.5 Basic Results on Constrained Sets of Involutions.

3.6 Basic Results on Coxeter Sets

4 Quotient Schemes

4.1 Basic Definitions

4.2 General Facts

4.3 Valencies

4.4 Hall Subsets

4.5 Sylow Subsets

5 Morphisms

5.1 Basic Facts

5.2 Isomorphisms

5.3 The Isomorphism Theorems

5.4 Composition Series

5.5 The Group Correspondence

5.6 Residually Thin Schemes

6 Faithful Maps

6.1 Basic Facts

6.2 Faithfully Embedded Closed Subsets

6.3 The Schur Group of a Closed Subset

6.4 Elements of Valency 2

6.5 More About Elements of Valency 2

6.6 Constrained Sets of Involutions

6.7 Thin Thin Residues

7 Products

7.1 Direct Products of Closed Subsets

7.2 Quasidirect Products of Schemes

7.3 Semidirect Products

7.4 A Characterization of Semidirect Products

8 From Thin Schemes to Modules

8.1 Rings and Modules

8.2 Integrality in Associative Rings with 1

8.3 Completely Reducibility

8.4 Irreducible Modules over Associative Rings with 1

8.5 Semisimple Associative Rings with 1

8.6 Characters of Associative Rings with 1

8.7 Roots of Unity in Integral Domains

9 Scheme Rings

9.1 Basic Facts

9.2 Algebraically Closed Base Fields

9.3 Scheme Rings over the Field of Complex Numbers

9.4 Closed Subsets

9.5 Schemes with at most Five Elements

9.6 Constrained Sets of Involutions

10 Dihedral Closed Subsets

10.1 General Remarks

10.2 The Spherical Case

10.3 Arithmetic of the Length Function

10.4 Two Characteristic Subsets

10.5 The Constrained Spherical Case

10.6 Dihedral Closed Subsets of Finite Valency

11 Coxeter Sets

11.1 Parabolic Subsets

11.2 Direct Products

11.3 Faithful Maps

11.4 The Extension Theorem

12 Spherical Coxeter Sets

12.1 Elements of Maximal Length

12.2 Faithful Maps

12.3 The Main Theorem

12.4 Coxeter Schemes of Finite Valency and Rank 2 .

12.5 Valencies and Multiplicities

12.6 Polarities

References

Index

 
 
免责声明:本文为网络用户发布,其观点仅代表作者个人观点,与本站无关,本站仅提供信息存储服务。文中陈述内容未经本站证实,其真实性、完整性、及时性本站不作任何保证或承诺,请读者仅作参考,并请自行核实相关内容。
2023年上半年GDP全球前十五强
 百态   2023-10-24
美众议院议长启动对拜登的弹劾调查
 百态   2023-09-13
上海、济南、武汉等多地出现不明坠落物
 探索   2023-09-06
印度或要将国名改为“巴拉特”
 百态   2023-09-06
男子为女友送行,买票不登机被捕
 百态   2023-08-20
手机地震预警功能怎么开?
 干货   2023-08-06
女子4年卖2套房花700多万做美容:不但没变美脸,面部还出现变形
 百态   2023-08-04
住户一楼被水淹 还冲来8头猪
 百态   2023-07-31
女子体内爬出大量瓜子状活虫
 百态   2023-07-25
地球连续35年收到神秘规律性信号,网友:不要回答!
 探索   2023-07-21
全球镓价格本周大涨27%
 探索   2023-07-09
钱都流向了那些不缺钱的人,苦都留给了能吃苦的人
 探索   2023-07-02
倩女手游刀客魅者强控制(强混乱强眩晕强睡眠)和对应控制抗性的关系
 百态   2020-08-20
美国5月9日最新疫情:美国确诊人数突破131万
 百态   2020-05-09
荷兰政府宣布将集体辞职
 干货   2020-04-30
倩女幽魂手游师徒任务情义春秋猜成语答案逍遥观:鹏程万里
 干货   2019-11-12
倩女幽魂手游师徒任务情义春秋猜成语答案神机营:射石饮羽
 干货   2019-11-12
倩女幽魂手游师徒任务情义春秋猜成语答案昆仑山:拔刀相助
 干货   2019-11-12
倩女幽魂手游师徒任务情义春秋猜成语答案天工阁:鬼斧神工
 干货   2019-11-12
倩女幽魂手游师徒任务情义春秋猜成语答案丝路古道:单枪匹马
 干货   2019-11-12
倩女幽魂手游师徒任务情义春秋猜成语答案镇郊荒野:与虎谋皮
 干货   2019-11-12
倩女幽魂手游师徒任务情义春秋猜成语答案镇郊荒野:李代桃僵
 干货   2019-11-12
倩女幽魂手游师徒任务情义春秋猜成语答案镇郊荒野:指鹿为马
 干货   2019-11-12
倩女幽魂手游师徒任务情义春秋猜成语答案金陵:小鸟依人
 干货   2019-11-12
倩女幽魂手游师徒任务情义春秋猜成语答案金陵:千金买邻
 干货   2019-11-12
 
>>返回首页<<
推荐阅读
 
 
频道精选
 
更多商品
Geometry III: Theory of Surfaces几何III
Discourses on algebra代数论说
Graph colouring and the probabilistic method图着色与概率方法
The Knowledge Ahead Approach to Risk: Theory and Experimental Evidence (Lecture Notes in Economics a风险研究的知识领先方法:理论与实验证据
“LACAME 2004 Proceedings of the 9th Latin American Conference on the Applications of the M?ssbauer Effect LACAME 2004:第9届拉美穆斯堡尔效应应用会议/会议录
Integral closure : rees algebras, multiplicities, algorithms整闭包
The Generic Chaining: Upper and Lower Bounds of Stochastic Processes总链接:随机过程的上下界
Computational science and high performance computing计算科学与高性能计算/会议录
Positivity in algebraic geometry I : classical setting :,line bundles and linear series代数几何学中的正性 I
Mupad pro computing essentialsMuPAD赞成计算的精华
静静地坐在废墟上,四周的荒凉一望无际,忽然觉得,凄凉也很美
© 2005- 王朝网络 版权所有