2010	Mathematics Research Reports    Back
HWM 10-01	A Fischer and R J Szabo, UV/IR duality in noncommutative quantum field theory
HWM 10-02	B P Dolan and R J Szabo, Equivariant Dimensional Reduction and Quiver Gauge Theories
HWM 10-03	J DeBellis, C Saemann and R J Szabo, Quantized Nambu-Poisson Manifolds and n-Lie Algebras
HWM 10-04	E Buckwar and M Ferro, Analysis of Stochastic Runge-Kutta Methods using Albrecht's Approach
HWM 10-05	R J Szabo and M Tierz, Chern-Simons matrix models, two-dimensional Yang-Mills theory and the Sutherland model
HWM 10-06	E Buckwar and M G Riedler, An exact stochastic hybrid model of excitable membranes including spatio-temporal evolution
HWM 10-07	G Landi and R J Szabo, Dimensional reduction over the quantum sphere and non-abelian q-vortices
HWM 10-08	M V Lawson, Compactable semilattices
HWM 10-09	S Göttlich, S Martin and T Sickenberger, Time-continuous production networks with random breakdowns
HWM 10-10	C Saemann, The Multitrace Matrix Model of Scalar Field Theory on Fuzzy CP^n
HWM 10-11	B Afara and M V Lawson, Morita equivalence of semigroups with locally commuting idempotents
HWM 10-12	B J Schroers, Lessons from (2+1)-dimensional quantum gravity
HWM 10-13	F A Bais, L Kampmeier, B J Schroers and J Slingerland, Magnetic Charge Lattices, Moduli Spaces and Fusion Rules
HWM 10-14	C Meusburger and B J Schroers , Generalised Chern-Simons actions for 3d gravity and kappa-Poincare symmetry
HWM 10-15	S Majid and B J Schroers, q-deformation and semi-dualisation in 3d quantum gravity
HWM 10-16	E J de Vries and B J Schroers, Supersymmetric quantum mechanics of magnetic monopoles: a case study
HWM 10-17	G Papageourgiou and B J Schroers, A Chern-Simons approach to Galilean Quantum Gravity in 2+1 dimensions
HWM 10-18	F A Bais, L Kampmeier, B J Schroers and J Slingerland, Towards a non-abelian electric-magnetic symmetry: the skeleton group
HWM 10-19	H Brunner, PJ Davies and DB Duncan, Global convergence and local superconvergence of first-kind Volterra integral equation approximations
HWM 10-20	N D Gilbert and R Noonan Heale, The idempotent problem for an inverse monoid
HWM 10-21	E Buckwar and T Sickenberger, A structural analysis of asymptotic mean-square stability for multi-dimensional linear stochastic differential systems
HWM 10-22	R J Szabo and M Tierz, Matrix models and stochastic growth in Donaldson-Thomas theory
HWM 10-23	M V Lawson, Atlases, inverse semigroups and Morita equivalence
HWM 10-24	JC Eilbeck, VZ Enolski and J Gibbons, Sigma, tau and Abelian functions of algebraic curves
HWM 10-25	C Saemann, Constructing Self-Dual Strings
HWM 10-26	N D Gilbert, Derivations and relation modules for inverse semigroups
HWM 10-27	E Buckwar, P E Kloeden and M G Riedler, The numerical stability of stochastic differential equations with additive noise
HWM 10-28	JC Eilbeck, M England and Y Onishi, Abelian functions associated with genus three algebraic curves
HWM 10-29	S Goettlich and T Sickenberger, Modelling the storage capacity of 2D pixel mosaics
HWM 10-30	B Leimkuhler, E Noorizadeh and O Penrose , Comparing the efficiencies of stochastic isothermal molecular dynamics methods
HWM 10-31	A D Popov and R J Szabo, Double quiver gauge theory and nearly Kahler flux compactifications
HWM 10-32	G Qi, S F Wayne, O Penrose, G Lewis, J I Hochstein and K A Mann, Probabilistic characteristics of random damage events and their quantification in acrylic bone cement
HWM 10-33	J DeBellis, C Saemann and R J Szabo, Quantized Nambu-Poisson Manifolds in a 3-Lie Algebra Reduced Model
HWM 10-34	M G Riedler, Almost sure convergence of numerical approximations for Piecewise Deterministic Markov Processes
HWM 10-35	M Cirafici, A Sinkovics and R J Szabo, Instantons, Quivers and Noncommutative Donaldson-Thomas Theory
HWM 10-36	M Ihl, C Sachse and C Saemann, Fuzzy Scalar Field Theory as Matrix Quantum Mechanics
HWM 10-37	S A Cherkis, C O'Hara and C Saemann, Super Yang-Mills Theory with Impurity Walls and Instanton Moduli Spaces
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