Series: Cambridge Mathematical Textbooks

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1–7 of 7 ( show all )

Works (7)

Categories for Types by Roy L. Crole
An Introduction to Hilbert Space by N. Young
Introduction to Lattices and Order by B. A. Davey
Linear Analysis: An Introductory Course by Béla Bollobás
Notes on Logic and Set Theory by P.T. Johnstone
Probability with Martingales by David Williams
Representations and Characters of Groups by Gordon James

Related tags


  1. Galois Theory by Ian Stewart (1973)
  2. Linear Representations of Finite Groups by Jean-Pierre Serre (1977)
  3. Stochastic Differential Equations: An Introduction with Applications by Bernt Oksendal (1985)
  4. Categories and Computer Science (Cambridge Computer Science Texts) by R. F. C. Walters (1991)
  5. Functional Analysis by Walter Rudin (1973)
  6. Categories for the Working Mathematician by Saunders Mac Lane (1971)
  7. Topoi: The Categorial Analysis of Logic by Robert Goldblatt (1979)
  8. Types and Programming Languages by Benjamin C. Pierce (2002)
  9. Foundations of Modern Analysis by Avner Friedman (1970)
  10. Reflection Groups and Coxeter Groups by James E. Humphreys (1990)
  11. Measure, Integral and Probability by Marek Capinski (1999)
  12. Functional Analysis by Frigyes Riesz (1955)
  13. Algebraic Number Theory and Fermat's Last Theorem by Ian Stewart (1979)
  14. Conceptual Mathematics: A First Introduction to Categories by F. William Lawvere (1993)
  15. Category Theory for Computing Science by Michael Barr (1990)

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Edward (7)
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