Stanislaw M. Ulam
Born
in Lwów, Poland
April 13, 1909
Died
May 13, 1984
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Adventures of a Mathematician
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14 editions
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published
1976
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La mia linea di universo. Un'autobiografia informale
by
5 editions
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published
1970
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Mathematics and Logic (Dover Books on Mathematics)
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13 editions
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published
1968
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Problems in Modern Mathematics
4 editions
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published
2004
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Science, Computers, and People: From the Tree of Mathematics
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3 editions
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published
1986
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Stanislaw Ulam: Sets, Numbers, and Universes, Selected Works
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published
1974
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Analogies Between Analogies: The Mathematical Reports of S.M. Ulam and his Los Alamos Collaborators (Los Alamos Series in Basic and Applied Sciences)
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4 editions
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published
1990
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A collection of mathematical problems. 1960 [Leather Bound]
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By Stanislaw M. Ulam Adventures of a Mathematician (2e)
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“I remember what seemed to me a bright remark he made after a month's stay in England about the difference between Polish and English "intellectual" conversations. He said that in Poland people talked foolishly about important things, and in England intelligently about foolish or trivial things.”
― Adventures of a Mathematician
― Adventures of a Mathematician
“Some could say it is the external world which has molded our thinking-that is, the operation of the human brain-into what is now called logic. Others-philosophers and scientists alike-say that our logical thought (thinking process?) is a creation of the internal workings of the mind as they developed through evolution "independently" of the action of the outside world. Obviously, mathematics is some of both. It seems to be a language both for the description of the external world, and possibly even more so for the analysis of ourselves. In its evolution from a more primitive nervous system, the brain, as an organ with ten or more billion neurons and many more connections between them must have changed and grown as a result of many accidents.
The very existence of mathematics is due to the fact that there exist statements or theorems, which are very simple to state but whose proofs demand pages of explanations. Nobody knows why this should be so. The simplicity of many of these statements has both aesthetic value and philosophical interest.”
― Adventures of a Mathematician
The very existence of mathematics is due to the fact that there exist statements or theorems, which are very simple to state but whose proofs demand pages of explanations. Nobody knows why this should be so. The simplicity of many of these statements has both aesthetic value and philosophical interest.”
― Adventures of a Mathematician
“There must be a trick to the train of thought, a recursive formula. A group of neurons starts working automatically, sometimes without external impulse. It is a kind of iterative process with a growing pattern. It wanders about in the brain, and the way it happens must depend on the memory of similar patterns.”
― Adventures of a Mathematician
― Adventures of a Mathematician