| 2002 | Mathematics Research Reports Back |
|---|---|
| HWM 02-01 | P Turner and S Willerton, Gerbes and Homotopy Quantum Field Theories |
| HWM 02-02 | D J Fiddes, A A Korabinski, G R McGuire, M A Youngson and D McMillan, Are Mathematics Exam Results affected by the Mode of Delivery? |
| HWM 02-03 | E Langmann and R J Szabo, Duality in Scalar Field Theory on Noncommutative Phase Spaces |
| HWM 02-04 | M Brightwell, P Turner and S Willerton, Homotopy Quantum Field Theories and Related Ideas |
| HWM 02-05 | A Taheri, Local minimizers and quasiconvexity - the impact of topology |
| HWM 02-06 | A Taheri, On Artin's braid group and polyconvexity in the calculus of variations |
| HWM 02-07 | J Rougemont, Space-Time Invariant Measures, Entropy, and Dimension for Stochastic Ginzburg-Landau Equations |
| HWM 02-08 | F Clarysse and C J Boulter, Is a position-dependent stiffness relevant for the wetting phase diagram ? |
| HWM 02-09 | JC Eilbeck, VZ Enolskii and H Holden, The hyperelliptic $\zeta$-function and the integrable massive Thirring model |
| HWM 02-10 | C A Cobbold, J A Sherratt and S R J Maxwell, Lioprotein oxidation and its significance for atherosclerosis: a mathematical approach. |
| HWM 02-11 | H J Wearing and J A Sherratt, Nonlinear analysis of juxtracine patterns. |
| HWM 02-12 | L D Paniak and R J Szabo, Instanton Expansion of Noncommutative Gauge Theory in Two Dimensions |
| HWM 02-13 | M Levitin and R Yagudin, Range of the first three eigenvalues of the planar Dirichlet Laplacian |
| HWM 02-14 | C Athorne, JC Eilbeck and VZ Enolskii, A SL(2) covariant theory of genus 2 hyperelliptic functions |
| HWM 02-15 | N D Gilbert, HNN extensions of inverse semigroups and groupoids |
| HWM 02-16 | F A Bais, B J Schroers and J K Slingerland, Hopf symmetry breaking and confinement in (2+1)-dimensional gauge theory |
| HWM 02-17 | F A Bais, B J Schroers and J K Slingerland, Broken quantum symmetry and confinement phases in planar physics |
| HWM 02-18 | R J Szabo, BUSSTEPP Lectures on String Theory: An Introduction to String Theory and D-Brane Dynamics |
| HWM 02-19 | G Miller and C J Boulter, Measurements of criticality in the Olami-Feder-Christensen model |
| HWM 02-20 | G Hunt, G J Lord and M Peletier, Cylindrical shell buckling: a characterization of localization and periodicity |
| HWM 02-21 | B P Dolan, D A Johnston and R P K C Malmini, The Information Geometry of the Ising Model on Planar Random Graphs |
| HWM 02-22 | B P Dolan, D A Johnston and R P K C Malmini, The Information Geometry of the One Dimensional Potts Model |
| HWM 02-23 | N E Mavromatos and R J Szabo, The Neveu-Schwarz and Ramond algebras of Logarithmic Superconformal Field Theory |
| HWM 02-24 | JC Eilbeck, VZ Enolskii and EP Previato, On a generalized Frobenius-Stickelberger addition formula |
| HWM 02-25 | H U Rahman, Interaction Matrices for the $d^4$ configuration |
| HWM 02-26 | C Athorne, JC Eilbeck and VZ Enolskii, Identities for the classical genus two Weierstrass P function |
| HWM 02-27 | O Penrose, The direction of time |
| HWM 02-28 | W Janke, D A Johnston and R Kenna, The Information Geometry of the Spherical Model |
| HWM 02-29 | W Janke, D A Johnston and R Kenna, New Methods to Measure Phase Transition Strength |
| HWM 02-30 | R J Szabo, D-Branes, Tachyons and K-Homology |
| HWM 02-31 | O Penrose, Statistical mechanics of nonlinear elasticity |
| HWM 02-32 | M Rossi and R Weston, A Generalized Q-operator for U_q(\hat(sl_2)) Vertex Models |
| HWM 02-33 | L Cruzeiro-Hansson, JC Eilbeck, JL Marin and FM Russell, Dynamical two electron states in a Hubbard-Davydov model |
| HWM 02-34 | M Levitin and E Shargorodsky, Spectral pollution and second order relative spectra for self-adjoint operators |
| HWM 02-35 | JC Eilbeck, Some exact results for quantum lattice problems |
| HWM 02-36 | JC Eilbeck and M Johansson, The Discrete Nonlinear Schrödinger equation - 20 Years on |
| HWM 02-37 | N S Manton, B J Schroers and M A Singer , The interaction energy of well-separated Skyrme solitons |
| HWM 02-38 | B J Schroers, On the existence of minima in the Skyrme model |
| HWM 02-39 | B P Rynne, Second order, Sturm-Liouville problems with asymmetric, superlinear nonlinearities II |
| HWM 02-40 | B P Rynne, Solution curves of $2m$th order boundary value problems |
| HWM 02-41 | J Howie, Some results on one-relator surface groups |
| HWM 02-42 | H U Rahman, Interaction Matrices for the $d^4$ Configuration |
| HWM 02-43 | B W Berger and C J Boulter, Extinction Dynamics and Evolution of a Survivability-Based Multi-Level Food-Web Model |
| HWM 02-44 | P R Turner, A functorial approach to n-gerbes |
| HWM 02-45 | G R McGuire, M A Youngson, A A Korabinski and D McMillan, Partial credit in mathematics exams - a comparison of traditional and CAA exams |
| HWM 02-46 | G R McGuire and M A Youngson, Assessing ICT Assessment in Mathematics |
| HWM 02-47 | K J Brown and Y Zhang, The Nehari manifold for a semilinear elliptic equation with sign-changing weight function. |
| HWM 02-48 | J A Sherratt, X Lambin, C J Thomas and T N Sherratt, Generation of periodic waves by landscape features in cyclic predator prey systems |
| HWM 02-49 | S Turner and J A Sherratt, Intercellular adhesion and cancer invasion: a discrete simulation using the extended Potts model |
| HWM 02-50 | S D Webb, J A Sherratt and R G Fish, A theoretical model for the FAS/FAS-L system in tumour immunology |
| HWM 02-51 | S R McDougall, A R A Anderson, M A J Chaplain and J A Sherratt, Mathematical modelling of flow through vascular networks: implications for tumour-induced angiogenesis and chemotherapy strategies |
| HWM 02-52 | N W Arnell, M G R Cannell, M Hulme, R S Kovats and A White, The Consequences of CO2 Stabilisation for the Impacts of Climate Change |
| HWM 02-53 | S.B. Kuksin and A Shirikyan, On dissipative systems perturbed by\\bounded random kick-forces |
| HWM 02-54 | L.H. Eliasson, S.B. Kuksin, S Marmi and J-C Yoccoz, Dynamical Systems and Small Divisors |
| HWM 02-55 | S.B. Kuksin and A Shirikyan, Coupling approach to white-forced nonlinear PDE's. |
| HWM 02-56 | S.B. Kuksin, A Shirikyan and A Piatnitski, A coupling approach to randomly forced nonlinear PDE's.~II |
| HWM 02-57 | S.B. Kuksin, On exponential convergence to a stationary measure for nonlinear PDEs, perturbed by random kick-forces, and the turbulence-limit |
| HWM 02-58 | S.B. Kuksin, Ergodic theorems for 2D statistical hydrodynamics |
| HWM 02-59 | D M Elton, The Local Structure of Zero Mode Producing Magnetic Potentials |
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