- A CALDERO-CHAPOTON MAP FOR INFINITE CLUSTERS PETER JRGENSEN AND YANN PALU
- CANONICAL BASES FOR FUNDAMENTAL MODULES OF QUANTIZED ENVELOPING ALGEBRAS OF TYPE A
- CURRICULUM VIT DAVID JOHN BENSON
- Algorithms to Obtain the Canonical Basis 1 Introduction
- CLUSTER-TILTED ALGEBRAS ASLAK BAKKE BUAN, ROBERT J. MARSH, AND IDUN REITEN
- CATEGORIFICATION OF A FRIEZE PATTERN DETERMINANT KARIN BAUR AND ROBERT J. MARSH
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 3: Cyclic groups, isomorphism
- PASCAL ARRAYS: COUNTING GENERALISED CATALAN SETS R. J. MARSH AND P. P. MARTIN
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 1
- A GEOMETRIC DESCRIPTION OF m-CLUSTER CATEGORIES KARIN BAUR AND ROBERT J. MARSH
- Cluster Mutation-Periodic Quivers and Associated Laurent Allan P. Fordy and Robert J. Marsh,
- CLUSTER STRUCTURES FROM 2-CALABI-YAU CATEGORIES WITH LOOPS ASLAK BAKKE BUAN, ROBERT J. MARSH, AND DAGFINN F. VATNE
- FROM TRIANGULATED CATEGORIES TO MODULE CATEGORIES VIA LOCALISATION II: CALCULUS OF
- DENOMINATORS OF CLUSTER VARIABLES ASLAK BAKKE BUAN, ROBERT J. MARSH, AND IDUN REITEN
- FROM TRIANGULATED CATEGORIES TO MODULE CATEGORIES VIA LOCALISATION
- TREES OF RELATIONS, CLUSTERS AND RNA SECONDARY ROBERT J. MARSH AND SIBYLLE SCHROLL
- DENOMINATORS IN CLUSTER ALGEBRAS OF AFFINE ASLAK BAKKE BUAN AND ROBERT J. MARSH
- FRIEZE PATTERNS FOR PUNCTURED DISCS KARIN BAUR AND ROBERT J. MARSH, WITH AN APPENDIX BY HUGH THOMAS
- CLUSTERS AND SEEDS IN ACYCLIC CLUSTER ALGEBRAS ASLAK BAKKE BUAN, ROBERT J. MARSH, IDUN REITEN, AND GORDANA TODOROV
- TILTING THEORY AND CLUSTER COMBINATORICS ASLAK BAKKE BUAN, ROBERT MARSH, MARKUS REINEKE, IDUN REITEN,
- REALISATION OF LUSZTIG CONES PHILIPPE CALDERO, ROBERT MARSH, AND SOPHIE MORIER-GENOUD
- PARAMETRIZATIONS OF FLAG VARIETIES R. J. MARSH AND K. RIETSCH
- A MULTIPLICATIVE PROPERTY OF QUANTUM FLAG PHILIPPE CALDERO AND ROBERT MARSH
- GENERALIZED ASSOCIAHEDRA VIA QUIVER REPRESENTATIONS
- THE INTERSECTION OF OPPOSED BIG CELLS IN THE REAL FLAG VARIETY OF TYPE G2
- Rectangle diagrams for the Lusztig cones of quantized enveloping algebras of type A1
- Canonical Bases and Standard Monomials R. J. Marsh
- Quantized Symmetric Powers R. M. Green & R. J. Marsh
- MATH1022 INTRODUCTORY GROUP THEORY (Semester 2, 2007-2008)
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 1: Introduction
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 4: Cosets, Lagrange's Theorem, Wilson's Theorem
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 5: Symmetric Groups
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 2: Subgroups; rotations of a cube
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 5: Symmetric Groups
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 6: Normal Subgroups and Quotient Groups
- The Lusztig cones of a quantized enveloping algebra of type A Robert Marsh
- COLOURED QUIVERS FOR RIGID OBJECTS AND PARTIAL TRIANGULATIONS: THE UNPUNCTURED CASE
- CLUSTER-TILTED ALGEBRAS OF FINITE REPRESENTATION ASLAK BAKKE BUAN, ROBERT J. MARSH, AND IDUN REITEN
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 4: Cosets, Lagrange's Theorem, Wilson's Theorem
- Canonical Bases and Piecewise-linear Combinatorics Roger Carter
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 2: Subgroups; examples
- Regions of linearity, Lusztig cones and canonical basis elements for the quantized enveloping algebra of type A4
- TILING BIJECTIONS BETWEEN PATHS AND BRAUER DIAGRAMS
- CANONICAL BASES FOR THE MINISCULE MODULES OF THE QUANTIZED ENVELOPING ALGEBRAS OF TYPES B AND D
- Contemporary Mathematics Cluster-tilting theory
- More Tight Monomials in Quantized Enveloping Algebras Robert Marsh
- A GEOMETRIC DESCRIPTION OF THE m-CLUSTER CATEGORIES OF TYPE Dn
- MATH1022, INTRODUCTORY GROUP THEORY Question Sheet 3: Cyclic groups, isomorphism
- MATH1022 INTRODUCTORY GROUP THEORY (Semester 2, 2006-2007)
- A GEOMETRIC MODEL OF TUBE CATEGORIES KARIN BAUR AND ROBERT J. MARSH
- CLUSTER MUTATION VIA QUIVER REPRESENTATIONS ASLAK BAKKE BUAN, ROBERT J. MARSH, AND IDUN REITEN
- Canonical basis linearity regions arising from quiver representations
- TORSION PAIRS AND RIGID OBJECTS IN TUBES KARIN BAUR, ASLAK BAKKE BUAN, AND ROBERT J. MARSH
- REFLECTION GROUP PRESENTATIONS ARISING FROM CLUSTER ALGEBRAS
