By Clifford A. Pickover
A ardour for Mathematics is an academic, interesting journey in the course of the curiosities of the mathematics global, mixing an eclectic mixture of historical past, biography, philosophy, quantity conception, geometry, chance, large numbers, and mind-bending difficulties right into a delightfully compelling assortment that's certain to please math buffs, scholars, and skilled mathematicians alike. In each one bankruptcy, Clifford Pickover offers factoids, anecdotes, definitions, quotations, and fascinating demanding situations that diversity from enjoyable, quirky puzzles to insanely tricky difficulties. Readers will stumble upon mad mathematicians, unusual quantity sequences, obstinate numbers, curious constants, magic squares, fractal ducks, monkeys typing Hamlet, infinity, and lots more and plenty, even more. A ardour for Mathematics will feed readers’ fascination whereas giving them problem-solving talents a good exercise session!
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Extra info for A Passion for Mathematics: Numbers, Puzzles, Madness, Religion, and the Quest for Reality
Numbers, History, Society, and People 31 Our mathematical perceptions. “The three of you stare at the school of fish and watch them move in synchrony, despite their lack of eyes. The resulting patterns are hypnotic, like the reflections from a hundred pieces of broken glass. You imagine that the senses place a filter on how much humans can perceive of the mathematical fabric of the universe. If the universe is a mathematical carpet, then all creatures are looking at it through imperfect glasses.
Game show. Why was the 1950’s TV game show called The $64,000 Question? Why not a rounder number like $50,000? ) God and the infinite. “Such as say that things infinite are past God’s knowledge may just as well leap headlong into this pit of impiety, and say that God knows not all numbers. . What madman would say so? . ” (St. D. 412). Who was Pythagoras? You can tell from some of the following factoids that I love trivia that relates to the famous ancient Greek mathematician Pythagoras. His ideas continue to thrive after three millennia of mathematical science.
The “Number Pope” was also important because he adopted Arabic numerals (1, 2, 3, 4, 5, 6, 7, 8, 9) as a replacement for Roman numerals. He contributed to the invention of the pendulum clock, invented devices that tracked planetary orbits, and wrote on geometry. When he realized that he lacked knowledge of formal logic, he studied under German logicians. ” Hardy’s six wishes. In the 1920s, the British mathematician G. H. Hardy wrote a postcard to his friend, listing six New Year’s wishes: 1. prove the Riemann hypothesis 2.
A Passion for Mathematics: Numbers, Puzzles, Madness, Religion, and the Quest for Reality by Clifford A. Pickover