Fleischmann, Peter - Institute of Mathematics, Statistics and Actuarial Science, University of Kent

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Fleischmann, Peter - Institute of Mathematics, Statistics and Actuarial Science, University of Kent

Connections between the Algorithms of Berlekamp and Niederreiter for
A NEW DEGREE BOUND FOR VECTOR INVARIANTS OF SYMMETRIC GROUPS
The Primitive pFrobenius Groups P. Fleischmann and W. Lempken
Linear groups over GF (2 k ) generated by a
On generators of modular invariant rings of finite P. Fleischmann and W.Lempken
THE BLACK-BOX NIEDERREITER ALGORITHM AND ITS IMPLEMENTATION OVER THE BINARY FIELD
On Invariant Theory Of Finite Groups Peter Fleischmann
Comparative Implementations of Berlekamp's and Niederreiter's Polynomial Factorization
DEPTH AND THE RELATIVE TRACE IDEAL PETER FLEISCHMANN AND R. JAMES SHANK
Squarefree Polynomials over Finite Fields and Regular Semisimple Classes of Certain Classical
Finite Fields, Root Systems and Orbit Numbers of Chevalley groups
The p -Intersection Subgroups in Quasi-Simple and Almost Simple Finite Groups
Invariants of Finite Groups over Finite Fields: Recent Progress and New Conjectures
ON DEGREE BOUNDS FOR INVARIANT RINGS OF FINITE GROUPS OVER FINITE FIELDS
On pointwise conjugacy of distinguished coset representatives in Coxeter groups
Polynomial Identities for Orbit Numbers of General Linear and Unitary Groups over Finite Fields
The number of regular semisimple classes of special linear and unitary groups
The Noether Bound in Invariant Theory of Finite Groups Peter Fleischmann
Semiregular Groups P. Fleischmann, W. Lempken, and P. H. Tiep \Lambda
RELATIVE TRACE IDEALS AND COHEN -MACAULAY QUOTIENTS OF MODULAR INVARIANT RINGS
Finite Groups Have Local Non Schur Centralizers