Review of solving polynomial equation systems II: Macaulay's paradigm and Gröbner technology by Teo Mora (Cambridge University Press 2005)
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S. C. CoutinhoAuthors Info & Claims
S. C. CoutinhoAuthors Info & Claims
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[1]
Teo Mora, Solving Polynomial Equation Systems I: The Kronecker-Duval Philosophy, Encyclopedia of Mathematics and its Applications (No. 88), Cambridge University Press, Cambridge (2003).
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- Review of solving polynomial equation systems II: Macaulay's paradigm and Gröbner technology by Teo Mora (Cambridge University Press 2005)
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A Joint Review of "A History of Pi, by Petr Beckmann", St. Martins's Press, 1976, Barnes and Noble Books, 1989; "The Joy of Pi, by David Blatner", Walker & Co., 1997; "The Nothing That Is, by Robert Kaplan", Oxford University Press, 1999; "e: The Story of a Number, by Eli Maor", Princeton University Press, 1998; "An Imaginary Tale, by Paul Nahin", Princeton University Press, 1998; "Zero: The Biography of a Dangerous Idea, by Charles Seife", Viking Press, 2000.
We are in the midst of an onslaught of books devoted to particular numbers. In this article we will be concerned with several recent and not-so-recent books about pi, e, i, and 0; of the quantities in the famous equation e(pi)i + 1 = 0, only 1 does not ...
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Copyright © 2009 Author.
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Association for Computing Machinery
New York, NY, United States
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Published: 28 February 2009
Published in SIGACT Volume 40, Issue 1
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