THE GENERATING HYPOTHESIS FOR THE STABLE MODULE CATEGORY (2008)
David J. Benson, Sunil K. Chebolu, J. Daniel Christensen, Ján Mináč
of a finite p-group G, is the statement that a map between finite-dimensional kG-modules factors through a projective if the induced map on Tate cohomology is trivial. We show that Freyd’s...
THE GENERATING HYPOTHESIS FOR THE STABLE MODULE CATEGORY (2008)
David J. Benson, Sunil K. Chebolu, J. Daniel Christensen, Ján Mináč
of a finite p-group G, is the statement that a map between finite-dimensional kG-modules factors through a projective if the induced map on Tate cohomology is trivial. We show that Freyd’s...
The generating hypothesis for the stable module category of a $p$-group (2006)
Benson, David J., Chebolu, Sunil K., Christensen, J. Daniel, Minac, Jan
Freyd's generating hypothesis, interpreted in the stable module category of a finite p-group G, is the statement that a map between finite-dimensional kG-modules factors through a projective if the...
Ryan A Austin, David L Mcdowell, David J Benson
The shock compression of spatially-resolved particle systems is studied at the mesoscale through a series of finite element simulations. The simulations involve propagating shock waves through...
Symmetries of Kirchberg algebras (2003)
Benson, David J., Kumjian, Alex, Phillips, N. Christopher
Let A be a separable unital nuclear purely infinite simple C*-algebra satisfying the Universal Coefficient Theorem, and such that the K_0-class of the identity is zero. We prove that every...
Meyers, Marc A., Benson, David J.
This program supported the visit of Professor V. F. Nesterenko, Lavrentiev Institute of Hydrodynamics, Novosibirsk, Russia to UCSD, La Jolla, CA. Associated research focused on shock and...
Groundwater and agricultural chemicals in the Midwest / (1988)
Typescript (photocopy).