york.ac.uk
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BOREL Emile Felix Edouard Justin 1871 1956
unc.edu
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He studied mathematics and astronomy against the wishes of his father who had inherited the family spice business In a 1692 paper he requested that a logarithmic spiral be carved on his tombstone but he ended up with an Archimedean spiral instead Emile Borel was a French mathematician born in 1871 in St Affrique near the home of Roquefort cheese and died in Paris in
lapalabradigital.es
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04 06 2009 En 1913 el matematico frances Emile Borel planteaba una metafora sobre estadistica donde recogia la improbabilidad de que un millon de monos escribiendo durante diez horas al
chrislott.org
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image by Fernando Arconada After a dinner at the house of Emile Borel Paul Valery asked Einstein when an idea comes to you how do you make arrangements to remember it A notebook a
mathdl.maa.org
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Bonnet Pierre Ossian 1819 1892 Boole George 1815 1864 Borel Emile 1871 1956
mathdl.maa.org
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Borel Emile 1871 1956 Bowditch Nathaniel 1773 1838 Brahe Tycho 1546 1601
knigka.info
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Entropy and entropy production have recently become mathematical tools for kinetic and hydrodynamic limits when deriving the macroscopic behaviour of systems from the interaction
antikva.hu
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antikva.hu
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infobridge.it
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Felix Edouard Justin Emile Borel nacque nel 1871 a Saint Affrique una piccola cittadina dei Pirenei Meridionali ed e stato un matematico di fama ed un eminente uomo
From Yahoo Image Search: 'Émile Borel'
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midilibre.com
Tue, 29 Jun 2010 03:17:34 GMT+00:00
Midi Libre Legerement blesse, il a ete evacue sur le centre hospitalier Emile - Borel par l'ambulance des sapeurs-pompiers de Saint-Affrique. ...
curie.fr
unknown
Mon, 04 Feb 2008 16:09:12 GM
A partir de 1898, un groupe de professeurs de la Sorbonne s'installe pour les vacances a l'Arcouest en face de l'ile de Brehat dans les Cotes du Nord : Seignobos, Lapicque, puis Jean Perrin, Marie Curie, . Emile Borel. ...
who ever thought this was evolution was Statistcal Immposibility?
Q. Basic probability tells you that the odds of a blob of primordial ooze morphing into a man, regardless of how much time has passed, are so remote that mathematicians regard it as impossible. Emile Borel and Fred Hoyle are just two mathematicians who reject evolution on statistical grounds. The idea is a "Statistcal Immposibility". For example, it is theoretically possible that you could blow up a junk yard and all the flying pieces would land and form themselves into a Cadillac - that is possible. But the odds against it are so high that it constitutes a "Statistcal Immposibility". Same goes for evolution. That only leaves one possibility: God. There's your proof, mathematically arrived at. im not critising this idea...but i am curious of. [cont.]
Asked by ellz - Mon May 12 15:57:56 2008 - - 11 Answers - 0 Comments
A. Oh look there, a strawman has been knocked down. You can't apply probability to past events. Once it happens it becomes 100%. This is a ex-post facto statistics fallacy and you made a false analogy. So I count 3 fallacies, well done indeed. Edit: Oh wait I saw an argument from authority, so that makes it 4.
Answered by The Wag - Mon May 12 16:03:39 2008
Q. Basic probability tells you that the odds of a blob of primordial ooze morphing into a man, regardless of how much time has passed, are so remote that mathematicians regard it as impossible. Emile Borel and Fred Hoyle are just two mathematicians who reject evolution on statistical grounds. The idea is a "Statistcal Immposibility". For example, it is theoretically possible that you could blow up a junk yard and all the flying pieces would land and form themselves into a Cadillac - that is possible. But the odds against it are so high that it constitutes a "Statistcal Immposibility". Same goes for evolution. That only leaves one possibility: God. There's your proof, mathematically arrived at. im not critising this idea...but i am curious of. [cont.]
Asked by ellz - Mon May 12 15:57:56 2008 - - 11 Answers - 0 Comments
A. Oh look there, a strawman has been knocked down. You can't apply probability to past events. Once it happens it becomes 100%. This is a ex-post facto statistics fallacy and you made a false analogy. So I count 3 fallacies, well done indeed. Edit: Oh wait I saw an argument from authority, so that makes it 4.
Answered by The Wag - Mon May 12 16:03:39 2008
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