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STUDY OF A Z-FORM OF THE COORDINATE RING OF A REDUCTIVE GROUP

机译:还原群的坐标环的Z形研究

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摘要

In his famous paper [C1] Chevalley associated to any root datum of adjoint typeand to any field k a certain group (now known as a Chevalley group) which inthe case where k = C was the usual adjoint Lie group over C and which in thecase where k is finite led to some new families of finite simple groups. Let 0'be the coordinate ring of a connected semisimple group G over C attached to afixed (semisimple) root datum.
机译:在其著名的论文[C1]中,Chevalley与任何伴随类型的根基准以及任何字段ka相关联,某些组(现在称为Chevalley组)在k = C的情况下是C上通常的伴随Lie组,并且在这种情况下k是有限的,从而导致一些新的有限简单组族。令0'为连接到固定(半简单)根基准的C上相连的半简单组G的坐标环。

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