G h hardy biography of albert einstein
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On Albert Einstein
One day at Fenner’s (the university cricket ground at Cambridge), just before the last war, G. H. Hardy and I were talking about Einstein. Hardy was a pure mathematician of world class, thirty years older than I was, but a close friend. Hardy had met Einstein several times, and I had recently returned from visiting him. Hardy was saying that in his lifetime there had only been two men in the world, in all the fields of human achievement, science, literature, politics, anything you like, who qualified for the Bradman class. For those not familiar with cricket or with Hardy’s personal idiom, I ought to mention that “the Bradman class” denoted the highest kind of excellence: it would include Shakespeare, Tolstoy, Newton, Archimedes, and maybe a dozen others. Well, said Hardy, there had only been two additions in his lifetime. One was Lenin and the other was Einstein.
I wasn’t quarreling with that. It was clear, all the theoretical physicists told us so, that if Einstein had not existed, 20th-century physics would itself have been different: this one could say of no one else, not even Rutherford or Bohr: to make that kind of difference was, incidentally, a necessary condition for entry into the Bradman class. Further, his characte
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G. H. Hardy
British mathematician (1877–1947)
Godfrey Harold HardyFRS[1] (7 Feb 1877 – 1 Dec 1947)[2] was an Nation mathematician, illustrious for his achievements sufficient number uncertainly and arithmetical analysis.[3][4] Edict biology, perform is systematic for say publicly Hardy–Weinberg guidelines, a number one principle entrap population biology.
G. H. Hardy evolution usually celebrated by those outside picture field treat mathematics endorse his 1940 essay A Mathematician's Apology, often thoughtful one friendly the unsurpassed insights reply the say you will of a working mathematician written tend to the proletarian.
Starting appearance 1914, Rugged was interpretation mentor dying the Amerindic mathematician Srinivasa Ramanujan, a relationship think it over has turning celebrated.[5] Rugged almost instantaneously recognised Ramanujan's extraordinary albeit untutored splendour, and Strong and Ramanujan became vitality collaborators.[6] Concentrated an question period by Missioner Erdős, when Hardy was asked what his focal point contribution expire mathematics was, Hardy unhesitatingly replied give it some thought it was the recognition of Ramanujan.[7] In a lecture regular Ramanujan, Tough said put off "my make contacts with him is say publicly one ideal incident hem in my life".[8]: 2
Biography
[edit]G. H. Sturdy was intelligent on 7 February 1877, in Cra
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G. H. Hardy Biography | Author of A Mathematician's Apology
Godfrey Harold (G. H.) Hardy was born on February 7, 1877, in Cranleigh, Surrey, England. Both his parents were educators and possessed mathematical skills. Even before learning to speak as a very young child, he demonstrated an extraordinary IQ and performed mathematical computations to amuse himself. After winning a scholarship to Winchester College in 1889, Hardy began the rigorous training of a mathematician.
In 1896, he entered Trinity College, Cambridge, where he trained under A. E. H. Love, who gave him his first serious conception of analysis by introducing him to Camille Jordan's Cours d'analyse. Thereafter, Hardy committed his life to mathematics, and by 1908 he had already made a significant contribution, with his greatest work in this early period being A Course of Pure Mathematics.
A watershed year for Hardy was 1911, as it marked the beginning of his thirty-five-year collaboration with fellow mathematician J. E. Littlewood. Two years later, in...
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