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*i m about to deliver the final manuscript of my book group cohomology and algebraic cycles cohomology rings of finite groups kluwer december 2010 2*, **john greenlees s preprint archive** - *preprints by john greenlees and collaborators cohomology ring of a finite group is shown to of benson and carlson that if the cohomology ring of a finite*, **research illinois state university** - *of order q we show that the galois cohomology ring h g f q of tate cohomology with jon carlson and a finite group gis a map between modular*, **on auslander reiten components and height zero lattices** - *on auslander reiten components and height be the group ring of a finite groupg over a of the integral group ringog if is presented by jon f carlson*, **computing double cosets in soluble groups** - *author reduction techniques for computing representatives of double cosets in finite soluble groups given by a group cohomology jon f carlson*, **on the castelnuovo mumford regularity of rings of** - *on the castelnuovo mumford regularity of rings of polynomial on the regularity conjecture for the cohomology of finite groups 10 december 2010*, **fermilab library book catalog** - 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*odtu bilkent algebraic geometry seminars since september the variety of the cohomology ring of a finite productive elements in group cohomology 3 dec 2010 b*, **on certain quotients of the green rings of dihedral 2 groups** - *on certain quotients of the green rings of dihedral 2 groups jon f carlson 2006 3 david j benson modules for finite groups representation rings*, **search results cms math ca** - *search all articles in the cmb digital archive with keyword category*, **the arithmetic of elliptic curves graduate texts in** - *the arithmetic of elliptic curves graduate texts in mathematics by joseph h silverman 2010 11 09 joseph h silverman books advanced search new releases*, **search results cms math ca** - *carlson jon f chebolu sunil k suppose that g is a finite group and the main theorem of this note gives an efficient presentation of the equivariant*