67 books in series

London Mathematical Society Lecture Note

London Mathematical Society Lecture Note is a 67-book series with 67 primary works first released in 1971 with contributions by J.T. Knight, H.P.F. Swinnerton-Dyer, Philip J. Higgins, Michael Francis Atiyah, R. Bott, S. Helgason, Mike Crampin, Felix Pirani, I.S. Novikov, S.P. Novikov, M.I. Graev, Harry Gonshor, D. Rees, K. Mackenzie, Peter J. Nicholls, Y. Yoshino, Robert J. Baston, Jerrold E. Marsden, Jirí Adámek, J. Rosicky, Leila Schneps, Allan M. Sinclair, Roger R. Smith, Kirill C.H. Mackenzie, Sergio Albeverio, Sylvie Paycha, Sergio Scarlatti, V. Jones, V.S. Sunder, S. Donkin, J. Madore, Pertti Lounesto, Gilles Pisier, Hans-Joachim Baues, Tom Leinster, Peter Topping, James E. Humphreys, Andrew Ranicki, Roger R. Smith, John Cardy, Gregory Falkovich, Krzysztof Gawedzki, Daniel Delbourgo, Boris Zilber, Gordon Blower, Javier Majadas, Antonio G. Rodicio, Grégory Berhuy, Avinoam Mann, Bangming Deng, Jie Du, Qiang Fu, Leticia Brambila-Paz, David B. Ellis, Robert Ellis, Anthony G. O'Farrell, Ian Short, Manfred Stoll, Masaki Kashiwara, Pierre Schapira, Marta Bunge, Felipe Gago, Ana Maria San Luis, Cheryl E. Praeger, Mark Pankov, and Bruno Kahn.

#5
Commutative Algebra

1971 • 1 Reader • 141 pages

#11
New Developments in Topology

1974 • 1 Reader • 136 pages

#14
#15
An Introduction to Topological Groups

1974 • 1 Reader • 124 pages

#60
Integrable Systems

1981 • 1 Reader • 266 pages

#69
Representation Theory: Selected Papers

1982 • 1 Reader • 281 pages

#113
Lectures on the Asymptotic Theory of Ideals

1988 • 1 Reader • 201 pages

#143
The Ergodic Theory of Discrete Groups

1989 • 1 Reader • 237 pages

#174
#253
The q-Schur Algebra

1998 • 1 Reader • 193 pages

#286
Clifford Algebras and Spinors

1997 • 1 Reader • 338 pages

#294
Introduction to Operator Space Theory

1999 • 1 Reader • 492 pages

#325
Lectures on the Ricci Flow

2006 • 1 Reader • 124 pages

#367
#395
How Groups Grow

2011 • 1 Reader • 210 pages

#411
Moduli Spaces

2014 • 1 Reader • 333 pages

#448
Synthetic Differential Topology

2018 • 1 Reader • 234 pages

#457
Shimura Varieties

2020 • 1 Reader • 341 pages

#460
#462