|
|
Course Resources
J. Lewin, M. Lewin, Introduction to mathematical analysis| Cool online books (and notes) |
Books at Open Directory (in the past edited by me) E. Connell, Elements of Abstract and Linear Algebra (1999) L. Lady, Notes on Various Topics J. Bowen, A brief history of algebra L. Husch, Visual Calculus (1995) Guide to History of Calculus Vector Calculus (mathphysics.com) Biorthogonal wavelets (wolfram.com) D. Arnold, Complex and Functional Analysis (1997) I. Craw, Advanced Calculus and Analysis (2000) D. Estep, C. Johnson, Practical Analysis in One Variable E. Schechter, An Introduction to the Gauge Integral V. Liskevich, Measure Theory and Integration A. McCluskey, B. McMaster, Topology Course Lecture Notes J. Teitelbaum, Elementary Number Theory - A Lightning Course W. Cherowitzo, Introduction to Finite Fields P. Hunter, A. Pullan, Finite Element Method / Boundary Element Method W. Kahan, Numerical analysis notes L. Tavernini, Numerical analysis notes and code
|
Last updated: Jul 19 18:38 / Last fetched: Fri Dec 5 06:58:24 CST 2008
|