Buildings and Classical Groups provides essential background material for specialists in several fields, particularly mathematicians interested in automorphic forms, representation theory, p-adic groups, number theory, algebraic groups, and Lie theory.

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In this paper, after the introduction of the basic concepts and the main results on K〓 theory, relative K〓 theory and the theory of classical groups of degree 2 which is related to K〓 theory, we study the problems of the computation of K〓 for the ring of integers of quadratic imaginary fields, examples of subrings of quadratic fields which are not universal for GE〓 and generating set of the Cokernel of the canonical homomorphism from K〓 to K〓.

本文在介紹了K〓理論和相對(duì)K〓理論以及與K〓理論有關(guān)的2階典型群的基本概念及主要成果之后，對(duì)于虛二次域代數(shù)整環(huán)的K〓群的計(jì)算免费播放人成视频网站，非GE〓泛的虛二次域的子環(huán)以及K〓到K〓的自然同態(tài)的余核的生成元集等問題進(jìn)行了研究人人操在线精品。

Another would be to study a part of the chapter on quadratic forms and the classical groups.

本章的部分內(nèi)容是與第四章是一體的。

The second part of the chapter is concerned with the structure theory of the so—called classical groups

第二部分介紹所謂的典型群的知識(shí)

The research of K〓 and K〓 groups in algebraic K-theory is closely related to the study of classical groups.

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Classical matrix groups play a prominent role in this study, not only as vehicles to illustrate general results but as primary objects of interest.

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In Buildings and Classical Groups, the author develops the basic theory of buildings and BN-pairs, with a focus on the results needed to apply it to the representation theory of p-adic groups.

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Using finite fields , the classical groups give rise to finite groups , intensively studied in relation to the finite simple groups ; and associated finite geometry , which has both combinatorial and algebro-geometric sides.

利用有限領(lǐng)域免费的美女色视频网站A，古典的群體產(chǎn)生有限的群體观看免费毛片，深入研究有關(guān)的有限簡(jiǎn)單群體；及相關(guān)有限幾何狠狠干天天色，這兩個(gè)組合和algebro幾何雙方免费一级无码婬片AA片昌最新。

In Chapter 1,we investigate BN-pairs of classical groups over local rings.We construct the BN-pairs arising from classical groups of linear,orthogonal and symplectic type over local rings.

本文主要研究局部環(huán)上典型群的BN-對(duì)，二面體群的BN-對(duì)和不變式環(huán)，有限域上典型群的極大子群和根子群的有理不變式域的結(jié)構(gòu)三级三级久久三级久久6。

Second, in the fourth character, we discuss Vague groups, give some interesting properties, and the most important result is the homomorphism and isomorphism between two L-Vague sets, the homomorphism and isomorphism theorems in the theory of classical groups are extended to the L-Vague groups.

二是研究了Vague集的群?jiǎn)栴}日本精品AA片在线播放，給出了一些性質(zhì)，并著重研究了L-Vague群的同態(tài)和同構(gòu)免费黄色视频AAA级，將群中的同態(tài)定理和同構(gòu)定理推廣到L-Vague群上岛国片在线网址，見第四章。