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Legion

Ariel Pérez-Mellor,Anne Zehnackeric to each other, is a ubiquitous problem in mathematics. This paper gives a survey of recent developments for the isomorphism problem for (finitely generated or general) Coxeter groups and some related topics.

公式

I. R. Lantzke,D. E. Irish,T. E. Goughodules with highest weight . for ., where . is the fundamental weight of the standard .-dimensional module. In the process, the structures of other Weyl modules with highest weights linked to . are also found.

CHOKE

Unipotent Overgroups in Simple Algebraic Groups,ring forth the case of bad characteristic treated by the first author as well as a new case-free proof in characteristic . of the second author giving a lower bound for . in case . is an even element. We also point out properties of the group ..

純樸

失誤

Some Weyl Modules of the Algebraic Groups of Type ,,odules with highest weight . for ., where . is the fundamental weight of the standard .-dimensional module. In the process, the structures of other Weyl modules with highest weights linked to . are also found.

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AMOR

An Outline of Polar Spaces: Basics and Advances,lassification of polar spaces of rank at least .. Then we present a few related research topics, as polar spaces of infinite rank, non-linear embeddings of polar spaces, projective embeddings of dual polar spaces and polar grassmannians.

molest

Generation of Lie Incidence Geometries: A Survey,ubset . is said to generate . if .. The generating rank of . is the minimal cardinality of a generating set. In this paper we survey what is currently know about the generating rank of the Lie incidence geometries arising as the shadow of a spherical building.

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Intellectual