Gregory Chaitin
Genre
Meta Math!: The Quest for Omega
11 editions
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published
2005
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Proving Darwin: Making Biology Mathematical
8 editions
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published
2012
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The LIMITS of MATHEMATICS: A Course on Information Theory and the Limits of Formal Reasoning
6 editions
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published
1997
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THINKING ABOUT GÖDEL AND TURING: Essays on Complexity, 1970-2007
4 editions
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published
2007
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Algorithmic Information Theory (Cambridge Tracts in Theoretical Computer Science, Series Number 1)
11 editions
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published
1987
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The Unknowable
4 editions
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published
1999
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Conversations with a Mathematician: Math, Art, Science and the Limits of Reason
6 editions
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published
2001
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Exploring Randomness
6 editions
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published
2001
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INFORMATION, RANDOMNESS AND INCOMPLETENESS: PAPERS ON ALGORITHMIC INFORMATION THEORY (2ND EDITION) (World Scientific Computer Science)
4 editions
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published
1987
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Goedel's Way: Exploits into an undecidable world
by
3 editions
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published
2011
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“Propongo che si misuri il valore di una nazione in base alla sua creatività, alla produzione di nuove idee scientifiche, artistiche, tecnologiche o sociali, non in termini di denaro."...
"Le nazioni muoiono quando diventano rigide e inflessibili, quando la loro burocrazia domina tutto e ristagnano, quando hanno un'opinione troppo alta di loro stesse."
Gregory Chaitin in Darwin Alla Prova.”
― Proving Darwin: Making Biology Mathematical
"Le nazioni muoiono quando diventano rigide e inflessibili, quando la loro burocrazia domina tutto e ristagnano, quando hanno un'opinione troppo alta di loro stesse."
Gregory Chaitin in Darwin Alla Prova.”
― Proving Darwin: Making Biology Mathematical
“According to Pythagoras everything is number, and God is a mathematician. This point of view has worked pretty well throughout the development of modern science. However now a neo-Pythagorian doctrine is emerging, according to which everything is 0/1 bits, and the world is built entirely out of digital information. In other words, now everything is software, God is a computer programmer, not a mathematician, and the world is a giant information-processing system, a giant computer.”
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“Formal languages avoid the paradoxes by removing the ambiguities of natural languages. The paradoxes are eliminated, but there is a price. Paradoxical natural languages are evolving open systems. Artificial languages are static closed systems subject to limitative meta-theorems. You avoid the paradoxes, but you are left with a corpse!”
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Topics Mentioning This Author
topics | posts | views | last activity | |
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The History Book ...: MATHEMATICS | 84 | 473 | Jan 29, 2019 07:34PM |
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