Vector Calculus

Table of Contents


Part 1A Lent

This is the second term of the Cambridge Mathematical Tripos.

Course

Recommended books

  • H. Anton Calculus. Wiley Student Edition 2000
  • T.M. Apostol Calculus. Wiley Student Edition 1975
  • M.L. Boas Mathematical Methods in the Physical Sciences. Wiley 1983
  • † D.E. Bourne and P.C. Kendall Vector Analysis and Cartesian Tensors. 3rd edition, Nelson Thornes 1999
  • E. Kreyszig Advanced Engineering Mathematics. Wiley International Edition 1999
  • J.E. Marsden and A.J.Tromba Vector Calculus. Freeman 1996
  • P.C. Matthews Vector Calculus. SUMS (Springer Undergraduate Mathematics Series) 1998
  • † K. F. Riley, M.P. Hobson, and S.J. Bence Mathematical Methods for Physics and Engineering. Cambridge

University Press 2002

  • H.M. Schey Div, grad, curl and all that: an informal text on vector calculus. Norton 1996
  • M.R. Spiegel Schaum’s outline of Vector Analysis. McGraw Hill 1974

Strategy

The lecture notes recommend Baxandall and Liebeck “Vector Calculus” as the most thorough book. There's many YouTube playlists for Vector Calculus.

TODO


Home