Peter Sin

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Modular representations of the hall-janko group

Peter Sin, 1996 .

Oppositeness in Buildings and Simple Modules for Finite Groups of Lie Type

Peter Sin, 2011, 1102.5404.

Reviews

J. Nunemacher, Peter Sin, 2010 .

The critical groups of the Peisert graphs

Peter Sin, 2018 .

The critical groups of the Peisert graphs $P^*(q)$

Peter Sin, 2016, 1606.00870.

The invariant factors of the incidence matrices of points and subspaces in PG(n,q) and AG(n,q)

David B. Chandler, Qing Xiang, Peter Sin, 2003, math/0312506.

The Elementary Divisors of the Incidence Matrices of Points and Linear Subspaces in Pn(Fp)

Peter Sin, Peter Sin, 2000 .

The invariant factors of the incidence matrices of points and subspaces in $\operatorname{PG}(n,q)$ and $\operatorname{AG}(n,q)$

David B. Chandler, Qing Xiang, Peter Sin, 2006 .

The critical group of the Kneser graph on 2-subsets of an n-element set

Peter Sin, Joshua E. Ducey, Ian Hill, 2017, Linear Algebra and its Applications.

The Smith group and the critical group of the Grassmann graph of lines in finite projective space and of its complement

Joshua E. Ducey, Peter Sin, 2017, Bulletin of the Institute of Mathematics Academia Sinica NEW SERIES.

Some simple modules for classical groups and $p$-ranks of orthogonal and Hermitian geometries

Peter Sin, Ogul Arslan, 2009, 0908.3035.

Smith normal forms of incidence matrices

Peter Sin, 2013, 1401.8210.

The code of a regular generalized quadrangle of even order

Peter Sin, N. Sastry, 1971 .

The permutation action of finite symplectic groups of odd characteristic on their standard modules

David B. Chandler, Qing Xiang, Peter Sin, 2006, math/0603100.

Spiritual Development: A Comparative Study of the Theory of Fowler and Sandhu

Peter Sin, 2011 .

All 2-transitive groups have the EKR-module property

Karen Meagher, Peter Sin, 2019, J. Comb. Theory, Ser. A.

The invariant factors of the incidence matrices of points and subspaces in PG(n,q) and AG(n,q)

David B. Chandler, Qing Xiang, Peter Sin, 2003, math/0312506.

On the representation theory of modular Hecke algebras

Peter Sin, 1992 .

Dimensions of some binary codes arising from a conic in PG(2, q)

Junhua Wu, Qing Xiang, Peter Sin, 2009, J. Comb. Theory, Ser. A.

Fusion Product Planning: A Market Offering Perspective

Yuwen Chen, Asoo J. Vakharia, Janice E. Carrillo, 2010, Decis. Sci..

A Green ring version of the Brauer induction theorem

Peter Sin, 1987 .

ON REPRESENTATIONS OF ALGEBRAIC GROUPS IN CHARACTERISTIC TWO

Peter Sin, M. F. Dowd, 1996 .

New versions of Schur–Weyl duality

P. Tiep, A. Turull, Peter Sin, 2004 .

Characterization of intersecting families of maximum size in PSL(2, q)

Qing Xiang, Ling Long, Peter Sin, 2016, J. Comb. Theory, Ser. A.

Large sets of strongly cospectral vertices in Cayley graphs

Peter Sin, 2022, 2207.05211.

On the Dimensions of Certain LDPC Codes Based on$q$-Regular Bipartite Graphs

Qing Xiang, Peter Sin, Qing Xiang, 2005, IEEE Transactions on Information Theory.

Rank invariance and automorphisms of generalized Kac-Moody superalgebras

P. Tiep, A. Turull, Peter Sin, 2004 .

Continuous-time Quantum Walks on Cayley Graphs of Extraspecial Groups

Peter Sin, J. Sorci, 2020, Algebraic Combinatorics.

The p-Rank of the Incidence Matrix of Intersecting Linear Subspaces

Peter Sin, Peter Sin, 2004, Des. Codes Cryptogr..

Smith normal forms of incidence matrices

Peter Sin, 2013, Science China Mathematics.

The Permutation Modules for GL(n+1, Fq) Acting on Pn(Fq) and Fqn+1

Peter Sin, Matthew Bardoe, Peter Sin, 2000 .

Classifying character degree graphs with 5 vertices

P. Tiep, A. Turull, Peter Sin, 2004 .

Regular orbits of induced modules of finite groups

P. Tiep, A. Turull, Peter Sin, 2004 .

Extensions of Simple Modules for Special Algebraic Groups

Peter Sin, 1994 .

Linear representations of finite geometries and associated LDPC codes

Qing Xiang, Peter Sin, Julien Sorci, 2019, J. Comb. Theory, Ser. A.

Extensions of Simple Modules for G2(3n) and 2G2(3m)

Peter Sin, 1993 .

Extensions of Simple Modules for SL3(2n) and SU3(2n)

Peter Sin, 1992 .

Extensions of simple modules for Sp4(2n) and Suz(2m)

Peter Sin, 1992 .

On the 1-Cohomology of the Groups

Peter Sin, 1992 .

Extensions for finite groups of Lie type: twisted groups

P. Tiep, A. Turull, Peter Sin, 2004 .

SIMPLICITY OF MODULES GIVEN BY OPPOSITENESS RELATIONS IN SPHERICAL BUILDINGS

Peter Sin, 2009 .

The critical groups of the Peisert graphs

Peter Sin, 2017, Journal of Algebraic Combinatorics.

The critical groups of the Peisert graphs $P^*(q)$

Peter Sin, 2016, 1606.00870.

The Smith and critical groups of Paley graphs

Qing Xiang, Peter Sin, David B. Chandler, 2014, 1401.8260.

Some Weyl Modules of the Algebraic Groups of Type E_6

Peter Sin, 2014, 1401.8202.

Classical groups in dimension 5 which are Hurwitz

P. Tiep, A. Turull, Peter Sin, 2004 .

Representations of the alternating group which are irreducible over subgroups, II

P. Tiep, Peter Sin, A. Kleshchev, 2014, 1405.3324.

The Permutation Representation of Sp(2m, Fp) Acting on the Vectors of Its Standard Module☆

Peter Sin, 2001 .

Some observations on products of characters of finite classical groups

P. Tiep, A. Turull, Peter Sin, 2004 .

On the real Schur indices associated with infinite Coxeter groups

P. Tiep, A. Turull, Peter Sin, 2004 .

The Green ring and modular representations of finite groups of Lie type

Peter Sin, 1989 .