By Clifford A. Pickover
A ardour for Mathematics is an academic, pleasing journey in the course of the curiosities of the mathematics international, mixing an eclectic mixture of historical past, biography, philosophy, quantity thought, geometry, chance, large numbers, and mind-bending difficulties right into a delightfully compelling assortment that's absolute to please math buffs, scholars, and skilled mathematicians alike. In every one bankruptcy, Clifford Pickover offers factoids, anecdotes, definitions, quotations, and appealing demanding situations that variety from enjoyable, quirky puzzles to insanely tricky difficulties. Readers will come 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 an excellent exercise session!
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Additional resources for A Passion for Mathematics: Numbers, Puzzles, Madness, Religion, and the Quest for Reality
Numerical religion. What ancient mathematician established a numerical religion whose main tenets included the transmigration of souls and the sinfulness of eating beans? ) Modern mathematical murderer. Which modern mathematician murdered and maimed the most people from a distance? ) The ∞ symbol. Most high school students are familiar with the mathematical symbol for infinity (∞). Do you think this symbol was used a hundred years ago? Who first used this odd symbol? ) Mathematics of tic-tac-toe.
Carl Friedrich Gauss (1777–1855), a German, was a mathematician, an astronomer, and a physicist with a wide range of contributions. ” Isaac Newton (1642–1727), an Englishman, was a mathematician, a physicist, an astronomer, a coinventor of calculus, and famous for his law of gravitation. He was also the author of many books on biblical subjects, especially prophecy. Perhaps less well known is the fact that Newton was a creationist who wanted to be known as much for his theological writings as for his scientific and mathematical texts.
In 1900, the mathematician David Hilbert submitted twentythree important mathematical problems to be targeted for solution in the twentieth century. These twenty-three problems extend over all fields of mathematics. Because of Hilbert’s prestige, mathematicians spent a great deal of time tackling the problems, and many of the problems have been solved. Some, however, have been solved only very recently, and still others continue to daunt us. Hilbert’s twenty-three wonderful problems were designed to lead to the furthering of various disciplines in mathematics.