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620331 Reference Books

There are several reference books for this subject that previous lecturers have recommended. Copies of these will be placed on one-week loan. For your convenience, one relevant library and call number are given in each case. Note that for books where I list a holding in the Mathematical Sciences Library, there may be other holdings on campus, and in some cases there are a number of editions, and only the most recent is on limited loan.

  • A.J. Roberts A one-dimensional introduction to continuum mechanics, World Scientific [UniM Maths 531 ROBE]
  • W.E. Williams Partial differential equations, Oxford Applied Mathematics and Computing Science Series, Clarendon Press [UniM Maths 515.353 W676]
  • R. Haberman Elementary applied partial differential equations, Prentice Hall [UniM Maths 515.353 HABE]
  • F.B. Hildebrand Advanced calculus for applications, Prentice Hall [UniM Maths 515 HILD]
  • G. Stephenson Partial differential equations for scientists and engineers, Longman [UniM ERC 515.353 STEP]
I have arranged for the following two books which I quite like to be available on short-term loan from the Mathematical Sciences Library (two-hour loan, or overnight loan due back at 10.00 a.m. if taken out after 3.15 p.m.):
  • G.B. Whitham Linear and Nonlinear Waves, Wiley (1974) [UniM Maths 531.1133 W589]
    Read only chapter 1,pp. 19-36 and chapter3, pp. 68-75. Note that Whitham plots his space-time diagrams with time horizontal, which is not the convention used in my lectures.
  • Y. Pinchover and J. Rubinstein An Introduction to Partial Differential Equations, Cambridge University Press (2005) [UniM Maths 515.353 PINC]

Information concerning lecture notes can be obtained here.

 

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