- School of Mathematics and Statistics - Research Publications
School of Mathematics and Statistics - Research Publications
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ItemStable splittings of surface mapping spacesWesterland, C (ELSEVIER SCIENCE BV, 2006-09-01)
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ItemEmbedding properties of metabelian Lie algebras and metabelian discrete groupsGroves, JRJ ; Kochloukova, DH (OXFORD UNIV PRESS, 2006-04)
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ItemString homology of spheres and projective spacesWesterland, C (GEOMETRY & TOPOLOGY PUBLICATIONS, 2007)
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ItemSemisimple Varieties of Modal AlgebrasKowalski, T ; Kracht, M (Springer Science and Business Media LLC, 2006-06)
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ItemLabelling Cayley graphs on Abelian groupsZhou, SM (SIAM PUBLICATIONS, 2006)
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ItemLayout of graphs with bounded tree-widthDujmovic, V ; Morin, P ; Wood, DR (SIAM PUBLICATIONS, 2005)
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ItemCOMMUTING FAMILIES IN HECKE AND TEMPERLEY-LIEB ALGEBRASHalverson, T ; Mazzocco, M ; Ram, A (NAGOYA UNIV, 2009-09)Abstract We define analogs of the Jucys-Murphy elements for the affine Temperley-Lieb algebra and give their explicit expansion in terms of the basis of planar Brauer diagrams. These Jucys-Murphy elements are a family of commuting elements in the affine Temperley-Lieb algebra, and we compute their eigenvalues on the generic irreducible representations. We show that they come from Jucys-Murphy elements in the affine Hecke algebra of type A, which in turn come from the Casimir element of the quantum group . We also give the explicit specializations of these results to the finite Temperley-Lieb algebra.
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ItemCOUNTING LATTICE POINTS IN THE MODULI SPACE OF CURVESNorbury, P (INT PRESS BOSTON, INC, 2010-05)
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ItemStructure and finiteness properties of subdirect products of groupsBridson, MR ; Miller, CF (LONDON MATH SOC, 2009-05)
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ItemPositive and real-positive solutions to the equation axa* = c in C*-algebrasCVETKOVI-ILIC, D. ; DAJIC, A. ; KOLIHA, J. ( 2007)