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Bolyai Janos:     more books (99)

Finite and Infinite Sets (Colloquia Mathematica Societatis Janos Bolyai) by A. Hajnal, L. Lovasz, 1985-05 People From Cluj-Napoca: János Bolyai, Ion Negoitescu, Rudolf Kastner, Matthias Corvinus of Hungary, Ruxandra Cesereanu, Béla Károlyi Wissenschaft Und Forschung in Ungarn: Ungarische Akademie Der Wissenschaften, Bolyai János Matematikai Társulat, World Science Forum (German Edition) Topology Theory and Applications (Colloquia Mathematica Societatis Janos Bolyai) Theory of Algorithms (Colloquia Mathematica Societatis Janos Bolyai) Colloquia Mathematica Societatis Janos Bolyai (VOLUME 3) Numerical Methods by P. (editor) Rozsa, 1968 Person (Siebenbürgen): János Bolyai, Samuel Hahnemann, Marie Stritt, Vlad Iii. Draculea, Sigismund Báthory, Erzsébet Báthory, Emil Cioran (German Edition) Mathématicien Hongrois: John Von Neumann, János Bolyai, Paul Erdos, Abraham Wald, Béla Bollobás, András Sárközy, Cornelius Lanczos, Paul Halmos (French Edition) Rings, modules and radicals (Colloquia mathematica Societatis Janos Bolyai) 1860 Deaths: Arthur Schopenhauer, János Bolyai, Jérôme Bonaparte, Charles Barry, Ernst Moritz Arndt, Samuel Holdheim, Thomas D. Rice Janos Bolyai: An entry from Gale's <i>Science and Its Times</i> by Sherri Chasin Calvo, 2000 A. Haar Memorial Conference (Colloquia mathematica societatis Janos Bolyai) Numerical Methods (Colloquia mathematica Societatis Janos Bolyai) Bolyai Appendix (North-Holland Mathematics Studies) by Janos Bolyai, 1988-02

lists with details

61. Janos Bolyai
    janos bolyai. Macar Matematikçisi.(18021860) Gauss'un da yakin arkadasiolan bir Matematikçi'nin ogludur. Babasi Farkas, Öklid  
    http://matlab.s5.com/janosbolyai.htm
    
    Extractions: JANOS BOLYAI Gauss, bütün bunlarý daha önceden bulmuþtur; ama konu o kadar köktenci bir biçimde geometriyi sarsmaktadýr ki, bu buluþunu yayýnlamak cesaretini kendinde bulamamýþtýr. Bu mektupu alan Bolyai, herþeyin Gauss tarafýndan zaten bilindiðini öðrenince tüm hevesini yitirir ve bir daha o konuyla uðraþmaz. Bolyai, buluþunun 3 yýl önce Lobachewsky tarafýndan da yayýnlandýðýný öðrenseydi daha büyük düþ kýrýklýðýna uðrardý.

62. Comunicat 13.12.2002 - Bicentenar Janos Bolyai
    În ziua de 13 decembrie 2002, în Aula Academiei Române sa desfasurat sesiuneaomagiala Bicentenar janos bolyai geometriile neeuclidiene, ieri si azi  
    http://www.acad.ro/com2002/pag_com02_1213.htm

63. GIGA Quote Author Page For Janos Bolyai
    GIGA's compilation of quotations, excerpts, proverbs, maxims and aphorismsby janos bolyai. Home Page Biographical Index Reading  
    http://www.giga-usa.com/gigaweb1/quotes2/quautbolyaijanosx001.htm

64. Janos Bolyai
    Translate this page janos bolyai. (Kalozsvar, oggi Cluj, 1802 - Marosvararhely 1860).Fu uno dei fondatori della geometria non-euclidea. Sulla scorta  
    http://www.maironi.bg.it/faboom/bolyai.htm
    
    Extractions: Janos Bolyai (Kalozsvar, oggi Cluj, 1802 - Marosvararhely 1860) Fu uno dei fondatori della geometria non-euclidea. Sulla scorta degli interessi del padre Farkas (amico di Gauss) iniziò nel 1820 gli studi sul quinto postulato di Euclide, ma già nel 1823 anzichè tentarne una dimostrazione partì dal presupposto che per un punto esterno ad una retta data passino infinite parallele ad essa e cercò di trarne tutte le possibili conseguenze. Sviluppò così una geometria non-euclidea che chiamò " Scienza assoluta dello spazio ". Il manoscritto, finito nel 1829, venne pubblicato come appendice all'opera paterna nel 1832 con titolo Appendix scientiam spatii absolute veram exhibens . L'opera di Bolyai era stata sviluppata indipendentemente sia dal lavoro di N. I. Lobacevskij (pubblicato nel 1829), sia dalla convinzione a cui era giunto in precedenza Gauss circa la possibilità logica di una geometria non-euclidea coerente, mai resa di dominio pubblico.

65. Mostly Mathematicians / At The Janos Bolyai Conference 2002 With E. Grinberg, E.
    Mostly Mathematicians. At the janos bolyai Conference 2002 withE. Grinberg, E. Fernandes and Z. Szabo. Previous Home Next.  
    http://www-math.mit.edu/~helgason/photos/math/pages/math20_jpg.htm

66. Janos Bolyai. Der Mozart Der Mathematik. Leben Und Werk.
    Translate this page uniprotokolle Buchtitel janos bolyai. Der Mozart der Mathematik. Leben und Werk. Bücher.Kreditkarte. janos bolyai. Der Mozart der Mathematik. Leben und Werk.  
    http://www.uni-protokolle.de/buecher/isbn/3929805103/

67. Auteur Bolyai, Janos Titre [La] Science Absolue De L'espace / Par
    Translate this page Auteur, bolyai, janos. Titre, La science absolue de l'espace / parJean bolyai. Précédé d'une Notice sur la vie et les travaux  
    http://gallica.bnf.fr/Catalogue/Notices/IMP/n061650.htm

68. Oliver Faulhaber's Homepage / Mathematik / Briefmarken / Mathematiker B
    Translate this page Geburtstages. bolyai, janos (1802-1860) Ungarischer Mathematiker, derals Pionier auf dem Gebiet der nicht-euklidischen Geometrie gilt.  
    http://www.oliver-faulhaber.de/briefmarken/mathematik/marken_b.htm
    
    Extractions: Polnischer Mathematiker, der nur durch ein glückliches Zusammentreffen mit Steinhaus die mathematische Laufbahn einschlug. Anfangs eher dem Ingenieurwesen zugeneigt, entwickelte er sich jedoch später zu einem der führenden Köpfe in der Maßtheorie und Funktionalanalysis. Von den bis heute nach ihm benannten mathematischen Begriffe ist der "Banachraum" (ein vollständiger normierter Raum) wohl der bekannteste - aber einigen dürfte auch das Hahn-Banach- und Banach-Steinhaus-Theorem bzw. das Banach-Tarski-Paradoxon ein Begriff sein. Eher Metaphysiker als Wissenschaftler, besitzt dieser irische Bischof dennoch mathematik-historische Bedeutung: Seine wohl überlegten Angriffe (in dem Traktat The analyst: or a discourse addressed to an infidel mathematician ) gegen Newton und dessen logische Grundlagen der Differential- und Integralrechung sorgten weithin für Aufsehen. Berkeleys Argumentation zufolge führten Newtons Methoden zwar zu den richtigen Ergebnissen, allerdings nur aufgrund zweier sich aufhebender Fehler.

69. Janos Bolyai
    Jest bowiem dramtem czlowieka gleboko zaangazowanego w rozwój nowych,rewolucyjnych idei. janos bolyai urodzil sie w 1802 roku w Kolozsvar.  
    http://www.mat.uni.torun.pl/~cichy/Janos Bolyai.htm
    
    Extractions: Historia tego Wêgra jest szczególnie interesuj¹ca. Jest bowiem dramtem cz³owieka g³êboko zaanga¿owanego w rozwój nowych, rewolucyjnych idei. Janos Bolyai urodzi³ siê w 1802 roku w Kolozsvar. Ojciec jego Wolfgang, profesor matematyki, strawi³ znaczn¹ czêœæ ¿ycia nad dylematem niezale¿noœci pewnika Euklidesa od pozosta³ych aksjomatów geometrii, jednak¿e powa¿niejszych wyników na tym polu nie osi¹gn¹³. Dlatego przekonywa³ syna, by nie zajmowa³ siê tym problemem. Janos wszak¿e nie poszed³ za rad¹ ojca i ju¿ podczas swych studiów w Królewskiej Akademii In¿ynieryjnej w Wiedniu zacz¹³ poszukiwaæ w³aœciwego rozwi¹zania. Zachowane rysunki pochodz¹ce z tego okresu wskazuj¹, ¿e m³ody Bolyai znalaz³ w³aœciw¹ drogê. Kontynuuj¹c swe poszukiwania, ju¿ w 1825 roku doszed³ do podstawowych pojêæ i twierdzeñ geometrii nieeuklidesowej. Jednak¿e ich œcis³e dowody zabra³y mu dalsze szeœæ lat pracy. Opracowawszy w koñcu uzyskane wyniki, zamieœci³ jej w formie dodatku do ksi¹¿ki swego ojca, wydanej w 1832 roku. Wyk³ad owego dodatku, nosz¹cego tytu³ "Appendix scientiam spatii absolutu veram exhibens", odznacza³ siê skrajn¹ zwiêz³oœci¹ i schematycznoœci¹, ale ze wzglêdu na przemyœlenie ka¿dego s³owa i oznaczenia nale¿y to dzie³o do najpiêkniejszych w literaturze matematycznej. Mimo swej wagi, ukazanie siê pracy matematyka wêgierskiego nie wzbudzi³o wiêkszego zainteresowania, poza jedynym entuzjastycznym przyjêciem Gaussa. Bardziej jednak ni¿ brak zainteresowania zabola³o Bolyai'a oœwiadczenie Gaussa, jakoby ten posiada³ podobne wyniki. Odt¹d Bolyai bêdzie mia³ w podejrzeniu Niemca, przypuszczaj¹c, ¿e ten wykorzystuje jego idee. Silnie odbi³o siê tak¿e na psychice Wêgra jego niepowodzenie w premiowanym konkursie og³oszonym w Lipsku w 1837 roku. Bolyai nadsy³a œwietn¹ pracê, poprzedzaj¹c¹ konstrukcjê Hamiltona. Nie zyskuje ona jednak uznania w oczach jury. Pog³êbiaj¹ca siê deprezja osi¹ga u Bolyai'a swoje dno po ukazaniu siê w 1840 roku niemieckiego wydania pracy £obaczewskiego zatytu³owanej "Geometryczne rozwa¿ania w teorii prostych równoleg³ych". Bolyai dochodzi do wniosku, ¿e £obaczewski to nie istniej¹ca osoba, za któr¹ ukrywa siê Gauss. Od tej pory Wêgier nie opublikuje niczego wiêcej o matematyce, umrze piêæ lat przedtem, zanim jego idea uzyska powszechne uznanie.

70. PROGRAMME
    Room E The life and works of janos bolyai I. 16.00 – 17.30. Room B The heritageof bolyai I. Room E The life and works of janos bolyai II. Room map.  
    http://www.conferences.hu/Bolyai/programme.htm
    
    Extractions: Organisers Hungarian Academy of Sciences (HAS) Loránd Eötvös University, Budapest University of Debrecen University of Szeged János Bolyai Mathematical Society Roland Eötvös Physical Society Alfréd Rényi Institute of Mathematics, HAS Computer and Automation Research Institute, HAS Babes-Bolyai University, Kolozsvár (Cluj-Napoca, Romania) Sapientia University, Marosvásárhely (Târgu Mures, Romania) Sponsors Hungarian Academy of Sciences (HAS) Ministry of Education Ministry of Cultural Heritage – National Cultural Fund (of Hungary) Conference Secretariat CONTENTS WELCOME General information Information for participants Registration and information desk Internet access Official language Room map List of topics Programme at-a-glance Information for authors Presentation and technical equipment Chairs and authors Evening programmes Welcoming Reception Banquet Technical programME Monday, 8 July

71. Janos Bolyai, Euclid, And The Nature Of Space By Jeremy J. Gray (Paperback - May
    Buy janos bolyai, Euclid, and the Nature of Space by Jeremy J. Gray (Paperback May 2003) here at low prices. janos bolyai, Euclid, and the Nature of Space.  
    http://www.rbookshop.com/mathematics/g/Geometry/Janos_Bolyai_Euclid_and_the_Natu

72. Farkas Bolyai
    janos bolyai. Farkas Wolfgang bolyai (Bolya 1775 - Marosvasarhely1856). janos bolyai (Kolozsvar 1802 - Marosvasarhely 1860).  
    http://perso.club-internet.fr/orochoir/Timbres/tbolyai.htm
    
    Extractions: (Bolya 1775 - Marosvasarhely 1856) Mathématicien hongrois. Il enseigna les mathématiques, la physique et la chimie à Marosvasarhely toute sa vie. Contemporain de Gauss, il entretient avec lui une longue correspondance. Il s'intéresse aux fondements de la géométrie et plus particulièrement au cinquième postulat d'Euclide. Janos Bolyai (Kolozsvar 1802 - Marosvasarhely 1860) Son fils Janos (1802-1860), officier du génie, consacre ses loisirs à la construction d'une nouvelle géométrie en remplaçant le cinquième postulat d'Euclide par l'axiome suivant : 'Par tout point extérieur à une droite il passe une infinité de parallèles à cette droite'. Gauss approuve totalement ses recherches et signale qu'il connait déjà ces résultats depuis de nombreuses années : Lobatchevski était arrivé au même résultat que lui. Déçu de ne pas être le premier mathématicien à avoir trouvé cette nouvelle géométrie (géométrie non-euclidienne), Bolyai ne publie plus aucun résultat.

73. BOLYAI
    Translate this page bolyai, janos. Matemático janos bolyai era filho de um matemáticoque. durante sua juventude, havia sido um bom amigo de Gauss. O  
    http://www.geocities.com/jscmat/bolyai.htm
    
    Extractions: BOLYAI, Janos Matemático húngaro nasceu em Kolozsvár, Hungria (agora Cluj, Romênia), 15 de dezembro de 1802 faleceu em Marosvásárhely, Hungria (agora Târgu-Mures, Romênia), 17 de janeiro de 1860. Janos Bolyai era filho de um matemático que. durante sua juventude, havia sido um bom amigo de Gauss. O velho Bolyai havia tentado provar o axioma das paralelas de Euclides mas evidentemente fracassará. Com 15 anos, Bolyai ingressou na Escola de Engenharia de Viena e, com 20 anos, alistou-se. Além de seus dotes matemáticos. ainda possuía vários dos atributos românticos húngaros, tais como ser exímio violinista e excelente esgrimista. Conta-se que teria um dia duelado com 13 homens, um após o outro, que entre cada duelo tocava violino, e que te­ria derrotado a todos. Em 1825 ou 1826 desenvolvia uma linha de pensamento idêntica à que Lobachevski estava elaborando na Rússia. Em 1831, o velho Bolyai publicou um tratado de matemá­tica no qual incluiu um apêndice de 26 pági­nas, escrito por seu filho, e que valia várias vezes o resto da obra. Explicava a geometria não-euclidiana que Lobachevski, ainda des­conhecido por Bolyai, havia divulgado três anos antes. Gauss admirou o trabalho, mas não con­seguiu resistir à baixeza de afirmar que já o havia feito alguns anos antes (sem, todavia, publicá-lo, provavelmente porque, apesar de possuir a genialidade, faltava-lhe a coragem necessária para enfrentar as ásperas críticas que não teriam faltado se publicasse idéias tão revolucionárias). Bolyai, muito embaraçado, mas também muito orgulhoso, recusou-se a fazer qualquer trabalho adicional nesse sen­tido.

74. Prodigy Zone
    Design Articles. Design Scientists. bolyai, janos Gauss, Carl Friedrich.bolyai, janos bolyai, janos (18021860), Hungarian mathematician  
    http://design.prodigyzone.com/design/p.php3?name=scientists.html

75. GNE - Les Fondateurs - Gauss - Bolyai - Lobatchevsky
    Translate this page Le père de janos bolyai était un ami de Gauss et les deux passaient pour êtreles deux meilleurs spécialistes de cette question des parallèles à cette  
    http://www-cabri.imag.fr/abracadabri/GeoNonE/GNEIntro/FondatG.htm

76. Editando Janos Bolyai
    Translate this page Escribe el nuevo artículo aquí. Resumen Por favor, ten en cuentaque todas las contribuciones a la enciclopedia se consideran  
    http://enciclopedia.us.es/wiki.phtml?title=Janos Bolyai&action=edit

77. Images Of Mathematicians On Postage Stamps
    Highquality scans of postage stamps from around the world picturing famous mathematicians.Category Science Math Mathematicians Directories bolyai2.jpg. bolyai, janos. Issued by Hungary in 1960, on the 100thanniversary of his death bolyai3.jpg. BOLZANO, Bernard. Issued  
    http://jeff560.tripod.com/
    
    Extractions: Images of Mathematicians on Postage Stamps RECENT CHANGES: On March 15, a Spanish stamp depicting Archimedes was added, a stamp issued by the Netherlands depicting De Witt was added, a 1961 stamp issued by the Soviet Union depicting workers studying mathematics was added, a 1978 Finnish stamp commemorating the Internation Congress of Mathematicians was added, and bernoulli.jpg, imk.jpg, lagrange.jpg, leibniz1.jpg, leibniz2.jpg, luxembourg2000.jpg, nunes.jpg, and huygens1.jpg were replaced with better scans. Thanks to Bert Jagers for these images. Also on March 15, workers2.jpg, newton46.jpg, newton47.jpg, huygens3.jpg, descartes8.jpg, and descartes9.jpg were added. Thanks to Brigitte Vallee for these images. ABEL, Niels Henrik. Issued by Norway on April 6, 1929, upon the death centenary abel1.jpg abel2.jpg abel3.jpg abel4.jpg ; issued by Norway on June 5, 2002, on the two-hundredth anniversary of his birth abel5.jpg abel6.jpg ; a coin issued by Norway in 2002 on the 200th anniversary of his birth abel7.jpg

78. Atlas Conferences
    Atlas home Conferences Abstracts about Atlas janos bolyai Conferenceon Hyperbolic Geometry. July 812, 2002 Budapest, Hungary. Mathematics.  
    http://atlas-conferences.com/cgi-bin/calendar/d/facg09
    
    Extractions: The scientific programme of the Conference is planned to include talks on the following topics: * Hyperbolic geometry and foundations of geometry * Hyperbolic geometry and discrete geometry * Hyperbolic geometry and differential geometry * Hyperbolic manifolds and groups * Applications of hyperbolic geometry in combinatorics and in computational geometry * Applications of hyperbolic geometry and its extensions in physics and other sciences * The role of hyperbolic geometry in the history and philosophy of mathematics and in cultural history * The development of the notion of space and axiomatics * The life and works of János Bolyai * Teaching and visualisation of hyperbolic geometry

79. Janos Abonyi
    Computational Intelligence in Process Engineering, janos bolyai Research Fellowshipof the Hungarian Academy of Science (20002003). Reviewer IEEE Trans.  
    http://www.fmt.vein.hu/softcomp/cv.html
    
    Extractions: Research fellow in an Intelligent Adaptive Control of Bioreactors project. University of Veszprém , Department of Process Engineering, Ph.D. student. Education University of Veszprém Ph.D in Chemical Engineering Cybernetics (summa cum laude) 'Fuzzy Model Based Control – with the use of a priori knowledge' University of Veszprém Chemical Engineer ( M.Eng

80. Math Forum: Alejandre: Mathematician/Scientist Links
    Agnesi, Maria al'Khwarizmi, Abu Ja'far Muhammad ibn Musa Banneker, Benjamin bolyai,janos Carver, George Washington Cavalieri, Bonaventura Drew, Charles  
    http://mathforum.org/alejandre/workshops/mathematicians.html
    
    Extractions: The names below are possible candidates for research for the second quarter interdisciplinary project for Team 8-1. Select one from the specific list or look at the general list and find one of your own. Read about the person and note: full name date of birth place of birth where educated contribution(s) to mathematics and/or science date of death how studying this person has benefited your life Agnesi, Maria

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