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Bolyai Janos:     more books (99)

Janos Bolyai, Non-Euclidean Geometry, and the Nature of Space by Jeremy J. Gray, 2004-06-01 Non-Euclidean Geometries: János Bolyai Memorial Volume (Mathematics and Its Applications) Limit theorems of probability theory (Colloquia mathematica Societatis Janos Bolyai ; 11) Nonparametric Statistical Inference (Colloquia mathematica Societatis Janos Bolyai) Analytic Function Methods in Probability Theory: Colloquium Proceedings (Colloquia mathematica Societatis Janos Bolyai ; 21) Lie groups and their representations: [proceedings of] Summer School of the Bolyai Janos Mathematical Society Topics in Information Theory (Colloquia Mathematica Societatis Janos Bolyai, 16.) by Hungary, 1975) Colloquium on Information Theory (Keszthely, Imre Csiszar, et all 1976-09 Number theory (Colloquia mathematica societatis Janos Bolyai) Lattice theory (Colloquia mathematica Societatis Janos Bolyai ; 14) Algebra, Combinatorics and Logic in Computer Science (Colloquia Mathematica Societatis Janos Bolyai) Limit Theorems in Probability and Statistics (Colloquia Mathematica Societatis Janos Bolyai) Inventory Control and Water Storage (Colloquia mathematica Societatis Janos Bolyai, 7) by A. Prekopa, 1973-11 Qualitative Theory of Differential Equations (Colloquia Mathematica Societatis Janos Bolyai) by Farkas, 1981-12 Differential equations (Colloquia mathematica Societatis Janos Bolyai ; 15)

lists with details

1. Janos Bolyai Biography
   Janos Bolyai biography and related resources. Janos Bolyai (December 15, 1802–January 27, 1860) was a Hungarian mathematician.  
   http://www.biographybase.com/biography/Bolyai_Janos.html

2. J Nos Bolyai - Wikipedia, The Free Encyclopedia
   Bolyai, Janos Alternative names Short description Date of birth December 15, 1802 Place of birth Kolozsv r, Transylvania, Habsburg Empire Date of death  
   http://en.wikipedia.org/wiki/János_Bolyai

3. Bolyai, J Nos (1802-1860)
   Bolyai, J nos (18021860) Bolyai, J nos (1802-1860) Mathematician, born in Cluj, Romania. After attempting to prove Euclid 's parallel postulate, he realized that it was  
   http://userwww.sfsu.edu/~rob/Bolyai.html

4. Bolyai, Janos
   Biograf a del matem tico h ngaro.  
   http://almez.pntic.mec.es/~agos0000/Bolyai.html

5. Bolyai, Janos - Hutchinson Encyclopedia Article About Bolyai, Janos
   Hungarian mathematician, one of the founders of nonEuclidean geometry. He was the son of Wolfgang Bolyai. He was one of the first to see Euclidean geometry as only one case  
   http://encyclopedia.farlex.com/Bolyai, Janos

6. PlanetMath J Nos Bolyai
   J nos Bolyai (1802 1860) Hungarian mathematician, son of Farkas Bolyai. Other names Janos Bolyai, Bolyai J nos, Bolyai Janos  
   http://planetmath.org/encyclopedia/JanosBolyai.html

7. Bolyai, J Nos
   Bolyai, J nos (Kolozsv r, December 15th, 1802 – Marosv s rhely, January 27th, 1860) Up to the present day, he is the greatest Hungarian mathematician, the creator of  
   http://www.omikk.bme.hu/archivum/angol/htm/bolyai_j.htm

8. Bolyai, Janos (Hung. Math.)
   Britannica CD  
   http://www.uv.es/EBRIT/index/index_bo_lya_0.html

9. Bolyai, Janos Definition Of Bolyai, Janos In The Free Online
   Bolyai, J nos . Born Dec. 15, 1802, in Kolozsv r (Cluj); died Jan. 27, 1860, in Marosv s rhely (TirguMureş). Hungarian mathematician. With N. I. Lobachevskii, Bolyai is one of  
   http://encyclopedia2.thefreedictionary.com/Bolyai, Janos

10. UNIVERSITY OF PITTSBURGH OFFICIAL ATHLETIC SITE - Swimming Diving
    Kecskemet, Hungary High School Bolyai Janos 20062007 Mago finished third in the 200 fly at the Big East Championships after  
    http://www.pittsburghpanthers.com/sports/c-swim/mtt/mago_agnes00.html

11. Bolyai, Janos - Cosmeo
    Hungarian mathematician who was one of the founders of non-Euclidean geometry independently of Nikolay Lobachevsky and Carl Friedrich Gauss.  
    http://www.cosmeo.com/viewArticle.cfm?guidAssetId=C82767DA-0709-4EA9-AA25-E68B4B

12. Bolyai J Nos - Wikip Dia
    Bolyai J nos (Kolozsv r, 1802. december 15. – Marosv s rhely, 1860. janu r 27.) az egyik legh resebb magyar matematikus, a „geometria Kopernikusza,” „az erd lyi  
    http://hu.wikipedia.org/wiki/Bolyai_János

13. BOLYAI, JANOS Or JOHANN (1802-1860) And LOBACHEVSKY, N.I(1793-1856)
    Bolyai published his findings in 1832 in an appendix to a mathematical work of his father. Later it was learned that Lobachevsky had published similar findings as early as 1829  
    http://library.thinkquest.org/22584/temh3019.htm

14. (C) BOLYAI JANOS MATEMATIKAI TARSULAT
    Contents 3 Preface 7 P. Andrzejewski The Equivariant Siebenmann Boundary Theorem for Semifree Actions 9 M. Bognar i-categories, Free Groups, Fundamental  
    http://www.bolyai.hu/en/volumes/volume4.html

15. Bolyai, Janos (1802-1860) From Eric Weisstein's World Of
    Hungarian mathematician who was the son of Farkas Bolyai. When Bolyai began puzzling over Euclid's fifth postulate, his father wrote him For God's Sake, I beseech you, give it up  
    http://scienceworld.wolfram.com/biography/BolyaiJanos.html

16. 044485407X Numerical Methods By P. Rozsa, Bolyai Janos
    Find the best deals on Numerical Methods by P. Rozsa, Bolyai Janos Matematikai Tarsulat (044485407X)  
    http://www.justbooks.co.uk/dir/i/Numerical_Methods/044485407X/

17. Bolyai, J Nos
    Bolyai, J nos (b. Dec. 15, 1802, Kolozsv r, Hung. now Cluj, Rom.d. Jan. 27, 1860, Marosv s rhely, Hung. now T rgu Mure s, Rom.), Hungarian mathematician and one of  
    http://www.uv.es/EBRIT/micro/micro_76_99.html

18. Bolyai J Nos Gimn Zium - LinPHA
    LinPHA Photo Gallery LinPHA Version 1.3.2 Have fun - 2002-2007 The LinPHA developers  
    http://www.bolyai-kkt.sulinet.hu/galeria/viewer.php?albid=603&stage=2&im

19. Bolyai Summary
    J nos Bolyai (18021860) Between 1820 and 1823 Bolyai prepared a treatise on a complete system of non-Euclidean geometry.  
    http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Bolyai.html

20. Salg Tarj Ni Bolyai J Nos Gimn Zium S Szakk Z Piskola
    Tel.32410-414 Fax32-410-659 OM azonos t 032286 E-mail iskola@bolyai-starjan.sulinet.hu  
    http://www.bolyai-starjan.sulinet.hu/

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