Beyond Infinity: An Expedition to the Outer Limits of Mathematics - Paperback
by Eugenia Cheng (Author)
By one of our most imaginative mathematicians, a mind-expanding trip through the beauty--and the mysteries--of infinity
"Cheng does a great service by showing us non-mathematician schlubs how real mathematical creativity works." --Wall Street Journal Imagine something small enough to fit in your head but too large to fit in the world--or even the universe. What would you call it? And what would it be? How about infinity? Mathematician Eugenia Cheng has some answers. Whether pondering why some numbers are uncountable, or why infinity plus one is not the same as one plus infinity, Cheng takes readers on a staggering journey from math at its most elemental to its loftiest abstractions. Along the way she considers how you could use a cheeseboard to help plan a dinner part for 7 billion people, what it would mean to make a chicken-sandwich sandwich, and whether you could create infinite cookies from a finite ball of dough (the math says yes!). An essential book on the universe's biggest possible topic , Beyond Infinity will beguile and bewitch you, and show how one little symbol-- ∞ --can hold the biggest idea of all.Author Biography
Eugenia Cheng is Scientist in Residence at the School of the Art Institute of Chicago. She has authored numerous books, including the LA Times Book Prize winner Is Math Real?, Unequal, How to Bake Pi, The Art of Logic, and x + y. Cheng lives in Chicago, Illinois.
Details
This product is crafted with quality materials to ensure durability and performance. Designed with your convenience in mind, it seamlessly fits into your everyday life.
Shipping & Returns
We strive to process and ship all orders in a timely manner, working diligently to ensure that your items are on their way to you as soon as possible.
We are committed to ensuring a positive shopping experience for all our customers. If for any reason you wish to return an item, we invite you to reach out to our team for assistance, and we will evaluate every return request with care and consideration.