Математика
  • формат pdf
  • размер 10.64 МБ
  • добавлен 03 января 2011 г.
Odifreddi P. The Mathematical Century: The 30 Greatest Problems of the Last 100 Years
Princeton University Press, 2006. - 224 pages.

The twentieth century was a time of unprecedented development in mathematics, as well as in all sciences: more theorems were proved and results found in a hundred years than in all of previous history. In The Mathematical Century, Piergiorgio Odifreddi distills this unwieldy mass of knowledge into a fascinating and authoritative overview of the subject. He concentrates on thirty highlights of pure and applied mathematics. Each tells the story of an exciting problem, from its historical origins to its mode solution, in lively prose free of technical details.

Odifreddi opens by discussing the four main philosophical foundations of mathematics of the nineteenth century and ends by describing the four most important open mathematical problems of the twenty-first century. In presenting the thirty problems at the heart of the book he devotes equal attention to pure and applied mathematics, with applications ranging from physics and computer science to biology and economics. Special attention is dedicated to the famous "23 problems" outlined by David Hilbert in his address to the Inteational Congress of Mathematicians in 1900 as a research program for the new century, and to the work of the winners of the Fields Medal, the equivalent of a Nobel prize in mathematics.

This eminently readable book will be treasured not only by students and their teachers but also by all those who seek to make sense of the elusive macrocosm of twentieth-century mathematics.
Похожие разделы
  1. Академическая и специальная литература
  2. Военные дисциплины
  3. Баллистика и динамика выстрела
  1. Академическая и специальная литература
  2. Исторические дисциплины
  3. История науки и техники
  1. Академическая и специальная литература
  2. Концепции современного естествознания (КСЕ)
  1. Академическая и специальная литература
  2. Математика
  3. Периодика по математике
  4. Историко-математические исследования
  1. Академическая и специальная литература
  2. Математика
  3. Философия математики
  1. Академическая и специальная литература
  2. Транспорт
  3. Судостроение
  4. Теория корабля, ТУС, устройство и живучесть судов
  1. Академическая и специальная литература
  2. Физика
  3. Астрономия и астрофизика
  1. Академическая и специальная литература
  2. Физика
  3. Механика
  1. Академическая и специальная литература
  2. Философские дисциплины
  3. История философии
  1. Академическая и специальная литература
  2. Философские дисциплины
  3. Философия науки и техники
  1. Документальная литература
  2. Жизнь выдающихся людей
  3. Ученые, изобретатели, деятели науки
Смотрите также

Aczel A.D. Fermat's Last Theorem: Unlocking the Secret of an Ancient Mathematical Problem

  • формат pdf
  • размер 6.71 МБ
  • добавлен 12 сентября 2011 г.
Dеlta, 1997. - 160 pages. Over three hundred years ago, a French scholar scribbled a simple theorem in the margin of a book. It would become the world's most baffling mathematical mystery. Born in 1601, Pierre de Fermat lived a quiet life as a civil servant in Toulouse, France. In his spare time, however, Fermat dabbled in mathematics, and somehow managed to become one of the great mathematical theorists of his century. Around 1637 he scribble...

Derbyshire J. Prime Obsession: Berhhard Riemann and the Greatest Unsolved Problem in Mathematics

  • формат djvu
  • размер 3.86 МБ
  • добавлен 01 июля 2011 г.
Joseph Henry Press, 2003. - 422 pages. Bernhard Riemann was an underdog of sorts, a malnourished son of a parson who grew up to be the author of one of mathematics' greatest problems. In Prime Obsession, John Derbyshire deals brilliantly with both Riemann's life and that problem: proof of the conjecture, "All non-trivial zeros of the zeta function have real part one-half." Though the statement itself passes as nonsense to anyone but a mathematic...

Fellman E.A. Leonhard Euler

  • формат pdf
  • размер 10.02 МБ
  • добавлен 18 апреля 2011 г.
Birkh?user Basel, 2003. - 185 pages. Euler was not only by far the most productive mathematician in the history of mankind, but also one of the greatest scholars of all time. He attained, like only a few scholars, a degree of popularity and fame which may well be compared with that of Galilei, Newton, or Einstein. Moreover he was a cosmopolitan in the truest sense of the word; he lived during his first twenty years in Basel, was active altogethe...

Krantz S.G. An Episodic History of Mathematics: Mathematical Culture through Problem Solving

  • формат pdf
  • размер 1.33 МБ
  • добавлен 27 марта 2011 г.
Mathematical Association of America, 2010. - 381 pages. An Episodic History of Mathematics delivers a series of snapshots of the history of mathematics from ancient times to the twentieth century. The intent is not to be an encyclopedic history of mathematics, but to give the reader a sense of mathematical culture and history. The book abounds with stories, and personalities play a strong role. The book will introduce readers to some of the gene...

Nahin P.J. Dr. Euler's Fabulous Formula: Cures Many Mathematical Ills

  • формат pdf
  • размер 33.45 МБ
  • добавлен 06 сентября 2011 г.
Princеton Univеrsity Prеss, 2006. - 404 pages. In the mid-eighteenth century, Swiss-born mathematician Leonhard Euler developed a formula so innovative and complex that it continues to inspire research, discussion, and even the occasional limerick. Dr. Euler's Fabulous Formula shares the fascinating story of this groundbreaking formula-long regarded as the gold standard for mathematical beauty-and shows why it still lies at the heart of complex...

Pier J.-P. Mathematical Analysis During the 20th Century

  • формат djvu
  • размер 10.11 МБ
  • добавлен 24 декабря 2010 г.
Oxford University Press, USA, 2001. - 440 pages. For several centuries, analysis has been one of the most prestigious and important subjects in mathematics. The present book sets off by tracing the evolution of mathematical analysis, and then endeavors to understand the developments of main trends, problems, and conjectures. It features chapters on general topology, 'classical' integration and measure theory, functional analysis, harmonic analys...

Sherlock Holmes in Babylon and Other Tales of Mathematical History

  • формат djvu
  • размер 19.17 МБ
  • добавлен 14 ноября 2011 г.
Covering a span of almost 4000 years, from the ancient Babylonians to the eighteenth century, this collection chronicles the enormous changes in mathematical thinking over this time, as viewed by distinguished historians of mathematics from the past and the present. Each of the four sections of the book (Ancient Mathematics, Medieval and Renaissance Mathematics, The Seventeenth Century, The Eighteenth Century) is preceded by a Foreword, in which...

Stein S. Archimedes: What Did He Do Besides Cry Eureka?

  • формат djvu
  • размер 1.08 МБ
  • добавлен 08 мая 2011 г.
The Mathematical Association of America, 1999. - 168 Pages. Many people have heard two things about Archimedes: he was the greatest mathematician of antiquity, and he ran naked from his bath crying 'Eureka! '. However, few people are familiar with the actual accomplishments upon which his enduring reputation rests, and it is the aim of this book to shed light upon this matter. Archimedes' ability to achieve so much with the few mathematical tool...

Vos Savant M. The World's Most Famous Math Problem: The Proof of Fermat's Last Theorem and Other Mathematical Mysteries

  • формат pdf
  • размер 3.8 МБ
  • добавлен 13 января 2011 г.
St. Martin's Press: 1993. - 80 pages. June 23, 1993. A Princeton mathematician announces that he has unlocked, after thousands of unsuccessful attempts by others, the greatest mathematical riddle in the world. Dr. Wiles demonstrates to a group of stunned mathematicians that he has provided the proof of Fermat's Last Theorem, a problem that has confounded scholars for over 350 years. Here in this brilliant new book, Marilyn vos Savant, the perso...

Woods M., Woods M.B. Ancient Computing Technology: From Abacuses to Water Clocks

  • формат pdf
  • размер 16.27 МБ
  • добавлен 17 марта 2011 г.
Twenty-First Century Books, 2011. - 96 pages. Did you know. . . Ancient cultures measured time accurately with water clocks? An engineer in the first century B.C. designed an odometer to calculate distance traveled? People computed the first values of pi about four thousand years ago? Computing technology is as old as human society itself. The first humans on Earth used basic computing skills. They counted by carving tally marks in bone. They us...