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Shank, R. James - Institute of Mathematics, Statistics and Actuarial Science, University of Kent
DECOMPOSING SYMMETRIC POWERS OF CERTAIN MODULAR REPRESENTATIONS OF CYCLIC GROUPS
THE NOETHER NUMBERS FOR CYCLIC GROUPS OF PRIME ORDER
CLASSICAL COVARIANTS AND MODULAR INVARIANTS R. JAMES SHANK
Depth and Cohomological Connectivity in Modular Invariant Theory *
PRELIMINARY NOTES ON RIGID REFLECTON GROUPS
ON THE COINVARIANTS OF MODULAR REPRESENTATIONS OF CYCLIC GROUPS OF PRIME ORDER
COINVARIANTS FOR MODULAR REPRESENTATIONS OF CYCLIC GROUPS OF PRIME ORDER
THE RELATIVE TRACE IDEAL AND THE DEPTH OF MODULAR RINGS OF INVARIANTS
On the Depth of Cohomology Modules* Peter Fleischmann, Gregor Kemper, and R. James Shank
NOETHER NUMBERS FOR SUBREPRESENTATIONS OF CYCLIC GROUPS OF PRIME ORDER
Article Submitted to Journal of Symbolic Computation Computing Modular Invariants of p-Groups
