Persi Diaconis – Magical Mathematics

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Discover the fascinating world of card tricks in Magical Mathematics, where the enchanting art of magic intertwines with profound mathematical concepts. Authored by renowned mathematicians and magicians Persi Diaconis and Ron Graham, this book offers straightforward, step-by-step guidance for performing captivating card tricks that will impress even the most seasoned magicians.

Each trick not only entertains but also introduces a unique mathematical principle. For instance, the Gilbreath Principle showcases how cards can remain in order despite shuffling, revealing a deep connection to the Mandelbrot set. Readers will explore a variety of mathematical domains, including combinatorics, graph theory, number theory, topology, the Riemann hypothesis, and Fermat’s last theorem through these engaging tricks.

With decades of experience, Diaconis and Graham share invaluable insights and closely guarded secrets from the world of magic. The book delves into the mathematics of juggling and illustrates the historical ties between the I Ching, probability, and both classic and contemporary magic tricks. It narrates the tales of eccentric inventors who shaped mathematical magic and unveils timeless gambling secrets through the lens of card shuffling. Additionally, it explores the infamous three-card monte scam and traces the origins of mathematical magic back to the thirteenth century, highlighting the oldest known mathematical trick.

Persi Diaconis serves as a professor of mathematics and statistics at Stanford University, while Ron Graham is a professor of mathematics and computer science at the University of California, San Diego. Both are accomplished performers in their fields, with Diaconis having studied under the legendary Dai Vernon during his teenage years.