9 citations · 10 across the 15 of their papers we have counts for
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math.GR2004
Arithmetic of algebraic groups
Shripad M. Garge
This thesis studies arithmetic of linear algebraic groups. It involves studying the properties of linear algebraic groups defined over global fields, local fields and finite fields…
math.GR2004
On the order of finite semisimple groups
Shripad M. Garge
It is a theorem of Artin, Tits et al. that a finite simple group is determined by its order, with the exception of the groups (A_3(2), A_2(4)) and (B_n(q), C_n(q)) for n > 2, q odd…
math.GR2004★ 9 cited
Maximal tori determining the algebraic group
Shripad M. Garge
Let k be a finite field, a global field or a local non-archimedean field. Let H_1 and H_2 be two split, connected, semisimple algebraic groups defined over k. We prove that if H_1…