Jeffrey Zilahy's A Cultural Paradox: Fun in Mathematics PDF

By Jeffrey Zilahy

ISBN-10: 0557122643

ISBN-13: 9780557122646

Do you're thinking that "math = impressive" is a real assertion? After analyzing this publication, it's possible you'll swap your resolution to a certain. With "jargon avoidance" in brain, this leisure math booklet offers the lowdown on why math is enjoyable, fascinating and appropriate in brand new society. meant for a person who's occupied with math and the place it's circa 2010. This e-book is much less all in favour of exploring the mathematical information than it truly is with exploring the final effect of varied discoveries and insights, and goals to be insightful, slicing edge-y and mathematically rigorous.

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Additional resources for A Cultural Paradox: Fun in Mathematics

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56 CH 47: Choice Words Here are some of my favorite quotations pertaining to mathematics; I hope you enjoy them. William James The union of the mathematician with the poet, fervor with measure, passion with correctness, this surely is the ideal. David Hilbert Mathematics knows no races or geographic boundaries; for mathematics, the cultural world is one country. E. Kasner and J. Newman Perhaps the greatest paradox of all is that there are paradoxes in mathematics. Aristotle The whole is more than the sum of its parts.

A realistic attempt to isolate the most difficult problems in mathematics and then offer a bona fide $1 million dollar prize is certainly worth mentioning. Fame and fortune thus await those super clever individuals who can crack these most challenging and relevant of mathematical puzzles, dubbed the Millennium Prizes. It appears that in many respects, and these problems attest to this fact, the field of mathematics is still wide open and unexplored. Here are the seven Millennium Prize Problems in abbreviated and lay terms.

1. P vs NP (exponential time). This is perhaps the most important question in theoretical computer science. The riddle is whether a computer that can verify a solution in a certain time frame can also find a solution in a certain time frame. Are there questions that would take infinite time to solve with infinite computational resources? 2. Hodge Conjecture. This problem deals with investigating the shapes of complicated objects. This process of cataloging different shapes has become a powerful tool for mathematicians over the years.

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A Cultural Paradox: Fun in Mathematics by Jeffrey Zilahy

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