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Group Rings of Finite Groups over P-Adic Integers

Plesken, W

1983 edition., 2006

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Elimination for Coefficients of Special Characteristic Polynomials

Experimental mathematics, 2008-01, Vol.17 (4), p.499-510

2008

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Linear Pro-P-Groups of Finite Width

1, 2006

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Computing Isometries of Lattices

Journal of symbolic computation, 1997-09, Vol.24 (3-4), p.327-334

1997

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Remarks on Hadamard matrices and lattices

Algebras and representation theory, 2000, Vol.3 (4), p.385-395

PLESKEN, W

2000

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Constructing Invariants for Finite Groups

Experimental mathematics, 2005-01, Vol.14 (2), p.175-188

2005

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The average number of cycles

Archiv der Mathematik, 2009-11, Vol.93 (5), p.445-449

2009

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An L 2 -quotient algorithm for finitely presented groups

Journal of algebra, 2009-08, Vol.322 (3), p.914-935

2009

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Additively Indecomposable Positive Integral Quadratic Forms

Journal of number theory, 1994-06, Vol.47 (3), p.273-283

Plesken, W.

1994

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Representations, commutative algebra, and Hurwitz groups

Journal of algebra, 2006-06, Vol.300 (1), p.223-247

2006

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Constructing Representations of Finite Groups and Applications to Finitely Presented Groups

Journal of algebra, 1998-04, Vol.202 (2), p.690-703

1998

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Crystallographic Algorithms and Tables

Acta crystallographica. Section A, Foundations of crystallography, 1998-09, Vol.54 (5), p.517-531

1998

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Analysing Finitely Presented Groups by Constructing Representations

Journal of symbolic computation, 1997-09, Vol.24 (3-4), p.335-349

1997

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Minimal dimensions for flat manifolds with prescribed holonomy

Mathematische annalen, 1989-09, Vol.284 (3), p.477-486

Plesken, W.

1989

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Towards a soluble quotient algorithm

Journal of symbolic computation, 1987-08, Vol.4 (1), p.111-122

Plesken, W.

1987

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Janet?s approach to presentations and resolutions for polynomials and linear pdes

Archiv der Mathematik, 2005-01, Vol.84 (1), p.22-37

2005

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Constructing Integral Lattices with Prescribed Minimum. II

Mathematics of computation, 1993-04, Vol.60 (202), p.817-825

1993

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Constructing a Representation of the Group (2, 3, 7; 11)

Journal of symbolic computation, 1997-09, Vol.24 (3-4), p.489-492

1997

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A Cohomological Criterion for a Finitely Presented Group to be Infinite

Journal of the London Mathematical Society, 1992-06, Vol.s2-45 (3), p.469-480

1992

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The p-Coclass of a Group

Journal of algebra, 1993-12, Vol.162 (2), p.335-342

1993

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Solving XXtr = A over the integers

Linear algebra and its applications, 1995-09, Vol.226, p.331-344

Plesken, W.

1995

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Finite rational matrix groups: a survey

The Atlas of Finite Groups - Ten Years On, 1998, Vol.Series Number 249, p.229-248

1998

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Counting Crystallographic Groups in Low Dimensions

Experimental mathematics, 2000-01, Vol.9 (3), p.407-411

2000

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Constructing matrices with given generalized characteristic polynomial

The Fourth International Workshop on Multidimensional Systems, 2005. NDS 2005, 2005, p.59-64

2005

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The lattices of six-dimensional Euclidean space

Mathematics of computation, 1984, Vol.43 (168), p.573-s584

1984

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Group Rings of Finite Groups over P-Adic Integers

Elimination for Coefficients of Special Characteristic Polynomials

Linear Pro-P-Groups of Finite Width

Computing Isometries of Lattices

Remarks on Hadamard matrices and lattices

Constructing Invariants for Finite Groups

The average number of cycles

An L 2 -quotient algorithm for finitely presented groups

Additively Indecomposable Positive Integral Quadratic Forms

Representations, commutative algebra, and Hurwitz groups

Constructing Representations of Finite Groups and Applications to Finitely Presented Groups

Crystallographic Algorithms and Tables

Analysing Finitely Presented Groups by Constructing Representations

Minimal dimensions for flat manifolds with prescribed holonomy

Towards a soluble quotient algorithm

Janet?s approach to presentations and resolutions for polynomials and linear pdes

Constructing Integral Lattices with Prescribed Minimum. II

Constructing a Representation of the Group (2, 3, 7; 11)

A Cohomological Criterion for a Finitely Presented Group to be Infinite

The p-Coclass of a Group

Solving XXtr = A over the integers

Finite rational matrix groups: a survey

Counting Crystallographic Groups in Low Dimensions

Constructing matrices with given generalized characteristic polynomial

The lattices of six-dimensional Euclidean space

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