On arithmetic subgroups of simple algebraic groupsArithmetic subgroups of simple isotropic algebraic groups are described as subgroups full of root elements.doi:10.1016/0024-3795(85)90145-4L.N. VasersteinElsevier Inc.Linear Algebra & Its Applications...
On the conjugacy classes in maximal unipotent subgroups of simple algebraic groups M. Goodwin, On the conjugacy classes in maximal unipotent subgroups of simple alge- braic groups, Transformation Groups, To appear, (2005)... SM Goodwin - 《Transformation Groups》 被引量: 52发表: 2006年 A...
Algebraic Theory of the Bianchi Groups The first describes results on Fuchsian subgroups of the Euclidean Bianchi Groups which were done by the author using a detailed analysis of the presentations. The second discusses the general arithmetic nature and their relationship to ... B Fine - 《Mathema...
This generalizes a result of Kneser ( Kn]), who proved it for n = 1; 2. An immediate consequence is that one only has to deal with one prime at a time in the investigation of niteness properties of S {arihmetic groups. Also, one can use the strong results on algebraic groups ...
Cohomology of arithmetic groups serves as a tool in studying possible relations between the theory of automorphic forms and the arithmetic of algebraic varieties resp. the geometry of locally symmetric spaces. These proceedings will serve as a guide to this still rapidly developing area of mathematics...
particular,existenceofanontrivialinvariantnormalsubgroupisequivalenttothe existenceofaninfiniteinvariantnormalsubgroups.Ourmainresultis Theorem2.LetΓbeanirreduciblelatticeinasemisimplealgebraicLiegroupG. Thenthefollowingareequivalent: a.ΓisvirtuallyisomorphictoanarithmeticlatticeinG,i.e.,containsafinite ...
Using Primitive Subgroups to Do More with Fewer Bits the efficiency of discrete log-based cryptography by using the restriction of scalars and the geometry and arithmetic of algebraic tori and abelian varieties... K Rubin,A Silverberg - Springer Berlin Heidelberg 被引量: 79发表: 2004年 Twisting ...
The non-cohomological part of (explicit) adelic theory for algebraic surfaces can be summarized in the following way: fix a nonsingular algebraic surface [Math Processing Error] over a perfect field k, then to each “flag” [Math Processing Error] made of a closed point x inside an integra...
Two of its subgroups are of particular interest: Special group of arithmetic functions whose leading term is 1. Convolutive group of multiplicative functions. Unlike some of their subgroups, those convolutive groups are also stable under pointwise multiplication, for which the following distributive...
T.: Elliptic curves and formal groups. A. M. S. Summer Institute on Algebraic Geometry, Woods Hole, 1964 Lubin, J., Tate, J.: Formal moduli for one-parameter formal Lie groups. Bull. Soc. Math. France94, 49–60 (1966) Google Scholar Lubin, J.: Finite subgroups and isogenies of ...