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LONDON MATHEMATICAL SOCIETY STUDENT TEXTS
Managing editor: Professor W. Bruce, Department of Mathematics
University of Liverpool, United Kingdom
7 The theory of evolution and dynamical systems, J. HOFBAUER & K. SIGMUND
8 Summing and nuclear norms in Banach space theory,
9 Automorphisms of surfaces after Nielson and Thurston, A. CASSON & S. BLEILER
11 Spacetime and singularities,
12 Undergraduate algebraic geometry,
13 An introduction to Hankel operators, J. R. PARTINGTON
15 Presentations of groups, second edition, D. L. JOHNSON
17 Aspects of quantum field theory in curved spacetime, S. A. FULLING
18 Braids and coverings: Selected topics, V. LUNDSGAARD HANSEN
19 Steps mutative algebra, R. Y. SHARP
munication theory, C. M. GOLDIE & R. G. E. PINCH
21 Representations of finite groups of Lie type,&
22 Designs, graphs, codes, and their links,&
plex algebraic curves,
24 Lectures on elliptic curves,
25 Hyperbolic geometry,
26 An introduction to the theory of L-functions and Eisenstein series,
27 Hilbert space: compact operators and the trace theorem, J. R. RETHERFORD
28 Potential theory in plex lane, T. RANSFORD
29 mutative algebra,
31 The Laplacian on a Riemannian manifold,
32 Lectures on Lie groups and Lie algebras, R. CARTER, G. SEGAL & I. MACDONALD
33 A primer of algebraic D-modules,
plex algebraic surfaces, A. BEAUVILLE
35 Young tableaux, W. FULTON
37 A mathematical introduction to wavelets, P. WOJTASZCZYK
38 Harmonic maps, loop groups and integrable systems, M. GUEST
39 Set theory for the working mathematician, K. CIESIELSKI
40 Ergodic theory and dynamical systems, M. POLLICOTT & M. YURI
41 The algorithmic resolution of diophantine equations,
42 Equilibrium states in ergodic theory, G. KELLER
43 Fourier analysis on finite groups and applications,
44 Classical