Calculus

:For other uses of the term calculus see calculus (disambiguation)

Further reading

• Robert A. Adams. (1999) ISBN 0-201-39607-6 Calculus: A complete course.
• Albers, Donald J.; Richard D. Anderson and Don O. Loftsgaarden, ed. (1986) Undergraduate Programs in the Mathematics and Computer Sciences: The 1985-1986 Survey, Mathematical Association of America No. 7,
• Tom M Apostol. (1967) ISBN 0-471-00005-1 and ISBN 0-471-00007-8 Calculus, 2nd Ed. Wiley.
• John L. Bell: A Primer of Infinitesimal Analysis, Cambridge University Press, 1998. ISBN 0521624010. Uses synthetic differential geometry and nilpotent infinitesimals
• Carl B. Boyer. (1949) The History of the Calculus and its Conceptual Development.
• James M. Henle and Eugene M. Kleinberg: Infinitesimal Calculus, Dover Publications 2003. ISBN 0486428869. Uses nonstandard analysis and hyperreal infinitesimals
• Keisler, H. Jerome. (1986) Elementary Calculus: An Approach Using Infinitesimals. The text is available here under a creative commons non commercial license.
• Leonid P. Lebedev and Michael J. Cloud: "Approximating Perfection: a Mathematician's Journey into the World of Mechanics, Ch. 1: The Tools of Calculus", Princeton Univ. Press, 2004
• Cliff Pickover. (2003) ISBN 0-471-26987-5 Calculus and Pizza: A Math Cookbook for the Hungry Mind.
• Michael Spivak. (Sept 1994) ISBN 0914098896 Calculus. Publish or Perish publishing.
• Silvanus P. Thompson and Martin Gardner. (1998) ISBN 0312185480 Calculus Made Easy.
• Mathematical Association of America. (1988) Calculus for a New Century; A Pump, Not a Filter, The Association, Stony Brook, NY. ED 300 252.