The Calculus of Friendship is the story of an extraordinary connection between a teacher and a student, as chronicled through more than thirty years of letters between them. What makes their relationship unique is that it is based almost entirely on a shared love of calculus. For them, calculus is more than a branch of mathematics; it is a game they love playing together, a constant when all else is in flux. The teacher goes from the prime of his career to retirement, competes in whitewater kayaking at the international level, and loses a son. The student matures from high school math whiz to Ivy League professor, suffers the sudden death of a parent, and blunders into a marriage destined to fail. Yet through it all they take refuge in the haven of calculus--until a day comes when calculus is no longer enough. Like calculus itself, The Calculus of Friendship is an exploration of change. It's about the transformation that takes place in a student's heart, as he and his teacher reverse roles, as they age, as they are buffeted by life itself. Written by a renowned teacher and communicator of mathematics, The Calculus of Friendship is warm, intimate, and deeply moving. The most inspiring ideas of calculus, differential equations, and chaos theory are explained through metaphors, images, and anecdotes in a way that all readers will find beautiful, and even poignant. Math enthusiasts, from high school students to professionals, will delight in the offbeat problems and lucid explanations in the letters. For anyone whose life has been changed by a mentor, The Calculus of Friendship will be an unforgettable journey.
Author(s): Steven Strogatz
Publisher: Princeton University Press
Year: 2009
Language: English
Pages: 166
Tags: Математика;Популярная математика;
Contents......Page 8
Prologue......Page 10
Continuity (1974–75)......Page 16
Pursuit (1976)......Page 23
Relativity (1977)......Page 28
Irrationality (1978–79)......Page 38
Shifts (1980–89)......Page 49
Proof on a Place Mat (March 1989)......Page 57
The Monk and the Mountain (1989–90)......Page 86
Randomness (1990–91)......Page 99
Infinity and Limits (1991)......Page 109
Chaos (1992–95)......Page 122
Celebration (1996–99)......Page 130
The Path of Quickest Descent (2000–2003)......Page 133
Bifurcation (2004)......Page 143
Hero’s Formula (2005–Present)......Page 155
Acknowledgments......Page 170
Further Reading......Page 172
Bibliography......Page 176
Photography Credits......Page 178
Index of Math Problems......Page 180