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         Famous Theorems:     more detail
  1. The World's Most Famous Math Problem: The Proof of Fermat's Last Theorem and Other Mathematical Mysteries by Marilyn vos Savant, 1993-10-15
  2. Famous Geometrical Theorems And Problems: With Their History (1900) by William Whitehead Rupert, 2010-09-10
  3. Evidence Obtained That Space Between Stars Not Transparent / New Method Measures Speed of Electrons in Dense Solids / Activity of Pituitary Gland Basis of Test for Pregnancy / Famous Old Theorem Solved After Lapse of 300 Years (Science News Letter, Volume 20, Number 545, September 19, 1931)
  4. Geometry growing;: Early and later proofs of famous theorems by William Richard Ransom, 1961
  5. THE WORLD'S MOST FAMOUS MATH PROBLEM THE PROOF OF FERMAT'S LAST THEOREM ETC. by Marilyn Vos Savant, 1993-01-01
  6. THE WORLD'S MOST FAMOUS MATH PROBLEM. [The Proof of Fermat's Last Theorem & Othe by Marilyn Vos Savant, 1993-01-01
  7. Famous Problems of Elementary Geometry / From Determinant to Sensor / Introduction to Combinatory Analysis / Fermat's Last Theorem by F., W.F. Sheppard, P.A. Macmahon, & L.J. Mordell Klein, 1962
  8. Famous Problems, Other Monographs: Famous Problems of Elementary Geometry (Klein); From Determinant to Tensor (Sheppard); Introduction to Cominatory Analysis (Macmahon); Three Lectures on Fermat's Last Theorem (Mordell) by Sheppard, Macmahon, And Mordell Klein, 1962

81. Submissions To Journals - UCLA Department Of Mathematics
or famous theorems (Fermat s last theorem, Fourcolor theorem, Cantor s theorem, Goedel s theorem, etc.). Such papersare held to an exceptionally high
http://www.math.ucla.edu/~tao/submissions.html
Submissions to journals
Journal-specific information:
  • Submissions to Journal of the American Mathematical Society : Please use the online submission form ; this will be faster and more direct than submitting the paper to me. I will assume that the first author listed is the corresponding author, unless otherwise specified. Some additional submission information can be found here . Note that JAMS sets very high standards for its articles (comparable to Annals or Inventiones ), and in fact rejects 80%-90% of its submissions , including many good and otherwise publishable research papers. For submissions regarding major unsolved problems (Riemann hypothesis, Navier -Stokes, Goldbach , etc.) please read on to the bottom of this page. Submissions to the American Journal of Mathematics : Submission by email (in DVI, PS, or PDF format) is greatly preferred and will be processed much faster than a print submission. Please specify .AJM. in the subject header and cc: your submission to ajm@math.jhu.edu as they will handle all the technical details of the submission process. AJM is a generalist journal; papers of an overly specialized and technical nature should be sent to a more focused journal (e.g. Analysis and PDE, or Dynamics of PDE). Submissions to : Please use the online submission form . See also the submission guidelines Submissions to Dynamics of Partial Differential Equations : Once again, submission by email (in DVI, PS, or PDF format) is greatly preferred. Please specify .Dynamics of PDE. in the subject header and cc: your submission to an editor-in-chief such as Charles Li (

82. » Kurt Godel Biography - World Famous Biographies- Biographies Of Famous Peop
By 25 he had produced what many consider the most important result of 20th century mathematics his famous “incompleteness theorem.
http://profiles.incredible-people.com/kurt-godel/
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Biography of Kurt Godel
Tags: Great Scientists K Tweet K The beauty of this mechanistic vision of mathematics was that it eliminated all need for thought or judgment. As long as the axioms were true statements and as long as the rules of inference were truth preserving, mathematics could not be derailed; falsehoods simply could never creep in. Truth was an automatic hereditary property of theoremhood. The set of symbols in which statements in formal systems were written generally included, for the sake of clarity, standard numerals, plus signs, parentheses and so forth, but they were not a necessary feature; statements could equally well be built out of icons representing plums, bananas, apples and oranges, or any utterly arbitrary set of chicken scratches, as long as a given chicken scratch always turned up in the proper places and only in such proper places. Mathematical statements in such systems were, it then became apparent, merely precisely structured patterns made up of arbitrary symbols. Godel the man was every bit as eccentric as his theories. He and his wife Adele, a dancer, fled the Nazis in 1939 and settled at the Institute for Advanced Study in Princeton, where he worked with Einstein. In his later years Godel grew paranoid about the spread of germs, and he became notorious for compulsively cleaning his eating utensils and wearing ski masks with eye holes wherever he went. He died at age 72 in a Princeton hospital, essentially because he refused to eat. Much as formal systems, thanks to their very power, are doomed to incompleteness, so living beings, thanks to their complexity, are doomed to perish, each in its own unique manner.

83. A REMARK TO THE SCHAUDER FIXED POINT THEOREM Valter Šeda The
File Format PDF/Adobe Acrobat Quick View
http://www.tmna.ncu.pl/files/v15n1-05.pdf

84. Examples Of Pythagoras Theorem -
This site may harm your computer.
http://knopex.dw05.com/N5vvnwqng/

85. Theorem - Definition
A theorem is a statement which can be proven true within some logical framework. mathematics for a list of famous theorems and conjectures.
http://www.wordiq.com/definition/Theorem
Theorem - Definition
A theorem is a statement which can be proven true within some logical framework. Proving theorems is a central activity of mathematics . Note that 'theorem' is distinct from ' theory A theorem generally has a set-up - a number of conditions , which may be listed in the theorem or described beforehand. Then it has a conclusion - a mathematical statement which is true under the given set up. The proof, though necessary to the statement's classification as a theorem is not considered part of the theorem. In general mathematics a statement must be interesting or important in some way to be called a theorem. Less important statements are called:
  • lemma : a statement that forms part of the proof of a larger theorem. Of course, the distinction between theorems and lemmas is rather arbitrary, since one mathematician's major result is another's minor claim. Gauss' lemma and Zorn's lemma , for example, are interesting enough per se for some authors to stop at the nominal lemma without going on to use that result in any "major" theorem. corollary : a statement which follows immediately or very simply from a theorem. A proposition

86. Albert Einstein And Pythagoras Theorem. Online Geometry Tutor
Oct 30, 2009 Hereperhaps for the first time in Englishis the full story of this famous theorem. Although attributed to Pythagoras, the theorem was
http://www.gogeometry.com/pythagoras/einstein_geometry_book.htm

87. Androgens And Women » Famous Women Mathematicians
Jun 5, 2010 One of the famous theorems of physics Noether s Theorem , connecting conservation laws and symmetry was proposed by Noether.
http://www.androgensinwomen.com/2010/06/famous-women-mathematicians/
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Famous Women Mathematicians
June 5th, 2010 admin Leave a comment Go to comments
Enlarge Image Women pursued mathematics, science and philosophy, early in the twentieth century. I have tried to name some and present their greatness in the paragraphs to come: Hypatia
Hypatia was the first recognized women mathematician . She was born in Alexandria, Egypt, around 350AD and was a recognized scholar. Besides being a mathematician, she was an astute astronomer and a philosopher. She believed in the theories of Plato and Aristotle . An angry Christian mob killed her in, either the year 370 AD or the year 415 AD. There is still much confusion and debate on the exact year of her demise. Her immortal contributions to the mathematical world, paved the way for inexhaustible research on many topics. Her major works are as follows: Maria Gaetana Agnesi
A child prodigy, an Italian linguist and a math wizard, Maria was a multi-dimensional talent. Born in a wealthy family in 1718, she was the 21st child of her parents. She had a command over half a dozen languages. She is a renowned personality in the field of mathematics. Her contributions are as follows:
  • She wrote the first book introducing integral and differential calculus.

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