Kleshchev, Alexander - Department of Mathematics, University of Oregon

• On Translation Functors for General Linear and Symmetric Groups \Lambda
• CONNECTIONS BETWEEN THE REPRESENTATIONS OF THE SYMMETRIC GROUP AND THE SYMPLECTIC
• COMPLETELY SPLITTABLE REPRESENTATIONS OF SYMMETRIC GROUPS
• On Kronecker products of complex representations of the symmetric and alternating groups
• ON DECOMPOSITION NUMBERS AND BRANCHING COEFFICIENTS FOR SYMMETRIC AND SPECIAL LINEAR
• MODULAR REPRESENTATIONS OF THE SUPERGROUP Q(n), I JONATHAN BRUNDAN AND ALEXANDER KLESHCHEV
• A PROOF OF THE MULLINEUX CONJECTURE BEN FORD AND ALEXANDER KLESHCHEV
• lower bounds for degrees of irreducible brauer characters of finite general linear
• PARABOLIC PRESENTATIONS OF THE YANGIAN Y (gln) JONATHAN BRUNDAN AND ALEXANDER KLESHCHEV
• Page 1 of 20 A Five Year Diversity Plan Draft
• SHIFTED YANGIANS AND FINITE W -ALGEBRAS JONATHAN BRUNDAN AND ALEXANDER KLESHCHEV
• CORRIGENDA: \ON EXTENSIONS OF SIMPLE MODULES OVER SYMMETRIC AND ALGEBRAIC GROUPS"
• Tensor products and restrictions Jonathan Brundan and Alexander S. Kleshchev
• CORRIGENDA TO `LINEAR AND PROJECTIVE REPRESENTATIONS OF SYMMETRIC GROUPS'
• Modular LittlewoodRichardson Coefficients Jonathan Brundan and Alexander Kleshchev
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• Semisimple restrictions from GL(n) to GL(n \Gamma 1) 1 Jonathan Brundan Alexander Kleshchev
• BRANCHING RULES FOR SYMMETRIC GROUPS AND APPLICATIONS
• On Kronecker products of spin characters of the double covers of the symmetric groups
• CARTAN DETERMINANTS AND SHAPOVALOV FORMS JONATHAN BRUNDAN AND ALEXANDER KLESHCHEV
• REPRESENTATIONS OF THE ALTERNATING GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
• Some Remarks on Branching Rules and Tensor Products for Algebraic Groups \Lambda
• REPRESENTATIONS OF SHIFTED YANGIANS JONATHAN BRUNDAN AND ALEXANDER KLESHCHEV
• REPRESENTATIONS OF THE SYMMETRIC GROUP ARE REDUCIBLE OVER SINGLY TRANSITIVE SUBGROUPS
• REPRESENTATION THEORY OF SYMMETRIC GROUPS AND THEIR DOUBLE COVERS
• BRANCHING RULES FOR MODULAR REPRESENTATIONS OF SYMMETRIC GROUPS, IV
• THE GLOBALLY IRREDUCIBLE REPRESENTATIONS OF SYMMETRIC GROUPS
• IRREDUCIBLE TENSOR PRODUCTS OVER ALTERNATING GROUPS CHRISTINE BESSENRODT AND ALEXANDER S. KLESHCHEV
• ASYMPTOTIC RESULTS ON MODULAR REPRESENTATIONS OF SYMMETRIC GROUPS AND ALMOST
• CORRIGENDA TO `HECKE-CLIFFORD SUPERALGEBRAS, CRYSTALS OF TYPE A
• Minimal polynomials of elements of order p in p-modular projective representations
• JAMES' REGULARIZATION THEOREM FOR DOUBLE COVERS OF SYMMETRIC GROUPS
• Quantum linear groups representations of GLn (F q )
• Projective representations of symmetric groups via Sergeev duality
• HECKE-CLIFFORD SUPERALGEBRAS, CRYSTALS OF TYPE A (2) MODULAR BRANCHING RULES FOR b
• Semisimple restrictions from GL(n) to GL(n -1)1 Jonathan Brundan Alexander Kleshchev
• HECKE-CLIFFORD SUPERALGEBRAS, CRYSTALS OF TYPE A(2)2`AND MODULAR BRANCHING RULES FOR Sbn
• A PROOF OF THE MULLINEUX CONJECTURE BEN FORD AND ALEXANDER KLESHCHEV
• On Translation Functors for General Linear and Symmetric Groups*
• REPRESENTATIONS OF THE ALTERNATING GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
• REPRESENTATION THEORY OF SYMMETRIC GROUPS AND THEIR DOUBLE COVERS
• BRANCHING RULES FOR MODULAR REPRESENTATIONS OF SYMMETRIC GROUPS, IV
• Some Remarks on Branching Rules and Tensor Products for Algebraic Groups*
• CORRIGENDA: "ON EXTENSIONS OF SIMPLE MODULES OVER SYMMETRIC AND ALGEBRAIC GROUPS"
• ON DECOMPOSITION NUMBERS AND BRANCHING COEFFICIENTS FOR SYMMETRIC AND SPECIAL LINEAR
• Quantum linear groups and
• ON TENSOR PRODUCTS OF MODULAR REPRESENTATIONS OF SYMMETRIC GROUPS
• REPRESENTATIONS OF THE SYMMETRIC GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
• lower bounds for degrees of irreducible brauer characters of finite general linear
• [Page 1] Tensor products and restrictions
• THE GLOBALLY IRREDUCIBLE REPRESENTATIONS OF SYMMETRIC GROUPS
• CARTAN DETERMINANTS AND SHAPOVALOV FORMS JONATHAN BRUNDAN AND ALEXANDER KLESHCHEV
• Modular Littlewood-Richardson Coefficients Jonathan Brundan and Alexander Kleshchev
• IRREDUCIBLE TENSOR PRODUCTS OVER ALTERNATING GROUPS CHRISTINE BESSENRODT AND ALEXANDER S. KLESHCHEV
• ASYMPTOTIC RESULTS ON MODULAR REPRESENTATIONS OF SYMMETRIC GROUPS AND ALMOST
• ON COMPARING THE COHOMOLOGY OF GENERAL LINEAR AND SYMMETRIC GROUPS
• REPRESENTATIONS OF THE SYMMETRIC GROUP ARE REDUCIBLE OVER SINGLY TRANSITIVE SUBGROUPS
• On Kronecker products of complex representations of the symmetric and alternating groups
• ON TENSOR PRODUCTS OF MODULAR REPRESENTATIONS OF SYMMETRIC GROUPS
• MODULAR REPRESENTATIONS OF THE SUPERGROUP Q(n), I JONATHAN BRUNDAN AND ALEXANDER KLESHCHEV
• On Kronecker products of spin characters of the double covers of the symmetric groups
• REPRESENTATIONS OF THE SYMMETRIC GROUP WHICH ARE IRREDUCIBLE OVER SUBGROUPS
• ON COMPARING THE COHOMOLOGY OF GENERAL LINEAR AND SYMMETRIC GROUPS
• BRANCHING RULES FOR SYMMETRIC GROUPS AND APPLICATIONS
• Projective representations of symmetric groups via Sergeev duality
• CONNECTIONS BETWEEN THE REPRESENTATIONS OF THE SYMMETRIC GROUP AND THE SYMPLECTIC
• COMPLETELY SPLITTABLE REPRESENTATIONS OF SYMMETRIC GROUPS