81. Probably Almost All Mathematicians Working Today, If They Trace bernoulli, jacob bernoulli, Johann Brashman, Nikolai Dmitrievich Chasles, MichelChebyshev, Pafnuty Lvovich Darboux, Gaston Dirichlet, Gustav Peter Lejeune http://www.math.technion.ac.il/~mcwikel/genealogy/gen-0.htm

Probably almost all mathematicians working today, if they trace back to find who were their teachers and the teachers of their teachers, and so on, will find that they are the "descendants" of a number of very famous mathematicians. In my case I found that, via my splendid Ph.D. supervisor Yoram Sagher, I am the "descendant" of, among others, Jacob and Johann Bernoulli, Chebyshev, Darboux, Dirichlet, Euler, Fourier, Gauss, Hilbert, Klein, Lagrange, Leibniz, Markov, Picard, Poisson, Sierpinski, Steinhaus, and Zygmund. My mathematical "genealogy" is shown in five files. (Several files are needed because some of my "ancestors" had two Ph.D. supervisors.) Just click on each number to go to the corresponding file. I obtained the information in these files from the mathematical genealogy website. http://www.genealogy.math.ndsu.nodak.edu or its "mirror", which currently works better, at http://www.genealogy.ams.org More information about my teacher and my teacher's teacher's (where "teacher" means supervisor for Ph.D.) etc. and their theses can be found via this website. In these files, the year when, and city or university where a mathematician obtained his doctoral degree is written under his name, if these are known. A number in square brackets [N] next to the name of some mathematician where N=1,2,3,4 or 5, means that by clicking on that "[N]" you can move to the file which contains details of the mathematical "ancestry" of that mathematician.

82. Jacob (Jacques) Bernoulli The summary for this Russian page contains characters that cannot be correctly displayed in this language/character set. http://www.allbest.ru/referats/languages/358937.html

FAQ Ïðîåêòû Allbest.ru On-line áèáëèîòåêà Jacob (Jacques) Bernoulli KM.RU Ðåôåðàòû Êàòàëîã ëó÷øèõ õóäîæåñòâåííûõ ïðîèçâåäåíèé íà ALLBEST.RU - çàâîåâàâøèå ïðèçíàíèå ÷èòàòåëåé è íîâûå êíèãè ïîïóëÿðíûõ àâòîðîâ, êîòîðûå ïðåäñòàâëåíû â on-line áèáëèîòåêàõ: ÌÎØÊÎÂÀ, ËÈÒÏÎÐÒÀË, ÀËÜÄÅÁÀÐÀÍ è ALLBEST.RU. Áèáëèîòåêà íà ALLBEST.RU - on-line ïðîñìîòð òåêñòîâ + âîçìîæíîñòü ñêà÷àòü èõ àðõèâ, êàòàëîã àâòîðîâ ïðîèçâåäåíèé. Ðóáðèêè: Ñåðâèñ on-line òåñòèðîâàíèÿ - òåñòû ïî ïðåäìåòàì: èíîñòðàííûå ÿçûêè (TOEFL), áèîëîãèÿ (áîòàíèêà, çîîëîãèÿ), ãåîãðàôèÿ, òóðèçì, ÈÁÄÄ, èíîñòðàííûå (college, graduate, highschool), èñòîðèÿ, êèíî, êîìïüþòåðû (MS Proxy, NT Server, NT Workstation, Windows 2000), ëèòåðàòóðà, ìàòåìàòèêà, ãåîìåòðèÿ, ìåäèöèíà, ìåíåäæìåíò, íåìåöêèé, îáùåñòâîçíàíèå, ïñèõîëîãèÿ, ëàíäøàôòíûé äèçàéí, ðóññêèé ÿçûê, ñïîðò, ôèçèêà, õèìèÿ, ýêîíîìèêà, ìàêðîýêîíîìèêà, ïðàâî. var loc = ''; var loc = ''; Allbest.ru

83. BiblioDb Ma jacob bernoulli diede un altro importante contributo alla teoria delle http://aleasrv.cs.unitn.it/bibliodb.nsf/0/9084ebd76a57112ec1256951002afdf4?OpenD

84. History Of Astronomy: What's New At This Site On June 22, 2000 bernoulli, jacob Jakob, Jacques (16541705). Short biography (Encycl. Brit.)Berosus Berosós; Berossós; Berossos von Babylon; Akkadian Bel-usur (c. http://www.astro.uni-bonn.de/~pbrosche/new/new000622.html

History of Astronomy What's new History of Astronomy: What's new at this site on June 22, 2000 Welcome / About Site map (complete Table of Contents) updated History of astronomy Persons A Adams, Walter Sydney (1876-1956) Very short biography (Encycl. Brit.) Aitken, Robert Grant Short biography and references (C. Plicht) Very short biography (Ciel Extr.) Address ... in awarding the Bruce Gold Medal to to Dr. Robert G. Aitken , by Benfield, Bernard (+ last page PASP 38 (1926) 221, 2-14 Address ... on the award of the Gold Medal of the Society awarded to Dr. Robert Grant Aitken for his work on double stars , by Knox-Shaw, H. MNRAS 92 (1932) 4, 354-360 Robert Grant Aitken , by van den Bos, W. H. MNRAS 112 (1952) 3, 271-273 (Obituary Notices) Robert Grant Aitken, 1864-1951 , by Jeffers, Hamilton M. PASP 64 (1952) 376, 5-10 The Robert G. Aitken Memorial Fund PASP 65 (1953) 382, 64 Britannica Online entries Works (LoC entries) Works (ADS entries) References (LoC entries) References (ADS entries) Aldhelm (c.639-709)

85. Landmarks In Science Technology - A Library Special Collection Translate this page bernoulli, jacob, 1654-1705. Ars Conjectandi, Opus Posthumum. Accedit TractatusDe Seriebus Infinitis, et Epistola Gallicè scripta de Ludo Pilae Reticularis http://library.ust.hk/info/exhibit/sep2001/landmarks/landmarks-gallery.html

HKUST LIBRARY Exhibits / Colloquia / News "By no other arrangement have I been able to find so admirable a symmetry of the universe and so harmonious a connection of orbits as by placing the lamp of the world, the sun, in the midst of the beautiful temple of nature as on a kingly throne, with the whole family of circling stars revolving around him." Copernicus, 1473-1543. The earliest representation of the sun as the center of our planetary system caused a major shift in human thought. (From Astronomia Instaurata, Libris Sex comprehensa, qui de Revolutionibus orbium coelestium inscribuntur Newton, Isaac, 1642-1727. (From Philosophiae Naturalis Principia Mathematica. Euclid, c.365-275 B.C. Aristarchus of Samos, ca. 310-230 B.C. De Magnitudinibus, et Distantiis Solis, et Lunae, Liber cum Pappi Alexandrini explicationibus quibusdam. A Federico Commandino Urbinate in Latinum conversus, ac Commentariis illustratus. Archimedes, 287-212 B.C. Opera quae extant. Novis demonstrationibus Commentariisque illustrata. Apollonius, Pergaeus. c.260-200 B.C.

86. The Significance Of Jacob Bernoulli's Ars Conjectandi For The Philosophy Of Prob Downloadable ! Author(s) Shafer, Glenn. 1996 Abstract No abstract is availablefor this item. http://ideas.repec.org/a/eee/econom/v75y1996i1p15-32.html

This file is part of IDEAS , which uses RePEc data Papers Articles Software Books ... Help! The significance of Jacob Bernoulli's Ars Conjectandi for the philosophy of probability today Author info Abstract Publisher info Download info ... Statistics Author Info Shafer, Glenn Abstract No abstract is available for this item. Download Info To download: If you experience problems downloading a file, check if you have the proper application to view it first. Information about this may be contained in the File-Format links below. In case of further problems read the IDEAS help file . Note that these files are not on the IDEAS site. Please be patient as the files may be large. File URL: http://www.sciencedirect.com/science/article/B6VC0-3VWT1TW-3/2/cf9b1bef3850182f65b4ed430decccb2 File Format: File Function: Download Restriction: Full text for ScienceDirect subscribers only As the access to this document is restricted, you may want to search for a different version of it: Publisher Info Article provided by Elsevier in its journal Journal of Econometrics Volume (Year): Issue (Month): Pages: Download reference.

87. Project MUSE In his Ars Conjectandi (The Art of Conjecturing), jacob bernoulli tried to do just Here Leibniz adds jacob bernoulli to his history of the evaluation of http://muse.jhu.edu/journals/perspectives_on_science/v006/6.1sylla.html

How Do I Get This Article? Athens Login Access Restricted This article is available through Project MUSE, an electronic journals collection made available to subscribing libraries NOTE: Please do NOT contact Project MUSE for a login and password. See How Do I Get This Article? for more information. Login: Password: Your browser must have cookies turned on Sylla, Edith Dudley "The Emergence of Mathematical Probability from the Perspective of the Leibniz-Jacob Bernoulli Correspondence" The MIT Press Excerpt This paper moves out from a defined body of evidence, namely the correspondence between Gottfried Wilhelm Leibniz and Jacob Bernoulli, to see what light it casts on the emergence of mathematical probability in the late seventeenth and early eighteenth centuries. At many times during his life Leibniz repeated his recommendation that serious attention should be paid to developing a theory of probabilistic reasoning. In his Ars Conjectandi The Art of Conjecturing ), Jacob Bernoulli tried to do just what Leibniz at many times recommended, but he did not finish the work before his death in 1705, partly because he lacked information about real-life situations. Although, when they discussed probability and what Bernoulli had accomplished and hoped still to do in letters written between April 1703 and April 1705, Leibniz and Bernoulli did not understand each other perfectly, nevertheless, when one looks more broadly in their writings, one sees that they were in fundamental agreement about their purposes: the new probability logic or the art of conjecturing was to play a role in a practical moral discipline and its problems were to be more like those of law than those of empirical science. Within this practical discipline, the role of mathematics was to supply a rigorous method of reasoning and, in particular, a way of insuring comprehensiveness and consistency when the complexity of the situation might otherwise overwhelm normal reason.

88. Cuatro Generaciones De Genios Matemáticos. AULA Translate this page Fue jacob (I) bernoulli (1654-1705) el que se afanó en desarrollar el cálculomás allá del estado en el que lo dejó Newton. Y tanto lo desarrolló, http://aula.el-mundo.es/aula/noticia.php/2005/05/09/aula1115393650.html

9 DE MAYO DE 2005 LUNES DIDACTICO LOS BERNOULLI Cuatro generaciones de genios matemáticos No hay carrera científica o técnica que no recoja en sus manuales teorías, soluciones o principios elaborados y resueltos por alguno de los miembros de la familia Bernoulli. Están considerados como unos genios de las Matemáticas, pero también de la Física, la Geometría... Su fama fue internacional. Se cuenta que en cierto viaje que realizó uno de los Bernoulli, Daniel I, coincidió con un joven como compañero al que se presentó: “Buenos días, soy Daniel Bernoulli”. El joven respondió con mucho sarcasmo, “sí, claro, y yo Isaac Newton” OLGA MAGISTRIS LÓPEZ Los Bernoulli. Se les nombra en plural porque, en total, fueron 10 miembros de una sola familia suiza los que durante cuatro generaciones se dedicaron a las Matemáticas entre los siglos XVII y XVIII. Lo hicieron cuando todo estaba por hacer y por descubrir y en unos tiempos en los que todo era sumamente difícil. Jacob I, Nicolaus I, Joham I, Nicolaus II, Nicolaus III, Daniel I, Joham II, Joham III, Daniel II y Jacob II. Padres, hermanos, hijos y nietos... Los Bernoulli fueron un grupo de genios volcados en la investigación que dieron a la ciencia exacta alas para volar más allá de lo que el hombre ha podido soñar. Y no sólo en las Matemáticas, sino también, en el campo de la Física y de la Astronomía. A Daniel I (1700-1782), por ejemplo, se le considera el fundador de la Física matemática. Con 11 años empezó a recibir lecciones de Matemáticas de su hermano Nicolaus III y recibió el premio de la Academia Francesa 10 veces por sus investigaciones sobre la hidrodinámica, trabajos que conocen hoy todos los que se dedican al movimiento de los fluidos. Pero Daniel es sólo uno de 10.

89. Xah: Special Plane Curves: Lemniscate Of Bernoulli In 1694 jacob bernoulli published an article in Acta Eruditorumon a curve jacob bernoulli was not aware that the curve he was describing was a special http://www.xahlee.org/SpecialPlaneCurves_dir/LemniscateOfBernoulli_dir/lemniscat

If you spend more than 30 minutes on this site, please send $1 to me. Go to http://paypal.com/ and make a payment to xah@xahlee.org. Or send to: P. O. Box 390595, Mountain View, CA 94042-0290, USA. ☠Back to Table of Contents Lemniscate of Bernoulli Conchoids of Lemniscate of Bernoulli, colored with varing levels of gray Conchoids of Lemniscate Mathematica Notebook for This Page History Verbatim from http://www-history.mcs.st-andrews.ac.uk/history/Curves/Lemniscate.html, 20041213: In 1694 Jacob Bernoulli published an article in Acta Eruditorumon a curve shaped like a figure 8, or a knot, or the bow of a ribbon which he called by the Latin word lemniscus ('a pendant ribbon'). Jacob Bernoulli was not aware that the curve he was describing was a special case of a Cassinian Oval which had been described by Cassini in 1680. Description Lemniscate of Bernoulli is a special case of Cassinian oval . That is, the locus of points P, such that distance[P,F1] * distance[P,F2] == (distance[F1,F2]/2)^2, where F1, F2 are fixed points called foci. It is analogous to the definition of ellipse , where sum of two distances is replace by product.

90. +++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ Translate this page Leonhard Euler . Johann bernoulli . jacob bernoulli . Gottfried Leibniz+++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++++ * (from Lipschitz. http://www.math.umbc.edu/~seidman/genealogy

91. Jakob Bernoulli - Wikipedia Jakob bernoulli was de eerste toonaangevende wiskundige van de bernoullifamilie.Zijn voornaam wordt ook wel gespeld als jacob, James (Engels) of Jacques http://nl.wikipedia.org/wiki/James_Bernoulli

Wikimedia heeft uw hulp nodig om US $200.000 in te zamelen. Zie onze donatiepagina voor de details van deze actie. Meer dan $130.000 (ruim €105.000) is reeds ontvangen sinds 19 augustus. Zeer bedankt voor uw steun! Jakob Bernoulli (Doorverwezen vanaf James Bernoulli Jakob Bernoulli Jakob Bernoulli 27 december 16 augustus ) was een Zwitsers wis- en natuurkundige Jakob Bernoulli was de eerste toonaangevende wiskundige van de Bernoulli -familie. Zijn voornaam wordt ook wel gespeld als Jacob, James (Engels) of Jacques (Frans). Bernoulli werd geboren in Bazel waar hij ook theologie studeerde, maar had grote belangstelling voor de wiskunde en natuurkunde . In 1687 werd hij in zijn geboortestad Bazel hoogleraar in de wiskunde. Bernoulli leerde al vroeg de calculus van Leibniz , en met zijn broer Johan Bernoulli behoorde hij tot zijn belangrijkste verbreiders. Hij legde de grondslag van de variatierekening , bestudeerde differentiaalrekening en integraalrekening en was met Leibniz grondlegger van de differentiaalvergelijkingentheorie . Ook hield hij zich bezig met kansrekening . Hij voerde de term integraal in, en de

92. Jakob Bernoulli - Wikipedia (Doorverwezen vanaf jacob bernoulli). Jakob bernoulli Groter. Jakob bernoulli.Jakob bernoulli (27 december 1654 – 16 augustus 1705) was een Zwitsers wis http://nl.wikipedia.org/wiki/Jacob_Bernoulli

Wikimedia heeft uw hulp nodig om US $200.000 in te zamelen. Zie onze donatiepagina voor de details van deze actie. Meer dan $130.000 (ruim €105.000) is reeds ontvangen sinds 19 augustus. Zeer bedankt voor uw steun! Jakob Bernoulli (Doorverwezen vanaf Jacob Bernoulli Jakob Bernoulli Jakob Bernoulli 27 december 16 augustus ) was een Zwitsers wis- en natuurkundige Jakob Bernoulli was de eerste toonaangevende wiskundige van de Bernoulli -familie. Zijn voornaam wordt ook wel gespeld als Jacob, James (Engels) of Jacques (Frans). Bernoulli werd geboren in Bazel waar hij ook theologie studeerde, maar had grote belangstelling voor de wiskunde en natuurkunde . In 1687 werd hij in zijn geboortestad Bazel hoogleraar in de wiskunde. Bernoulli leerde al vroeg de calculus van Leibniz , en met zijn broer Johan Bernoulli behoorde hij tot zijn belangrijkste verbreiders. Hij legde de grondslag van de variatierekening , bestudeerde differentiaalrekening en integraalrekening en was met Leibniz grondlegger van de differentiaalvergelijkingentheorie . Ook hield hij zich bezig met kansrekening . Hij voerde de term integraal in, en de

93. Bernoulli Translate this page jacob bernoulli, jacob bernoulli (1654 - 1705) estudió teología por El hermanomás joven de jacob, Johann bernoulli (1667 - 1748) inició también en http://es.geocities.com/fisicas/cientificos/matematicos/bernoulli.htm

94. Bernoulli, Jakob (1654-1705) -- From Eric Weisstein's World Of Scientific Biogra It has still not been determined how bernoulli was able to derive many of theproperties of bernoulli numbers he discovered (Smith 1994, p. 85). http://scienceworld.wolfram.com/biography/BernoulliJakob.html

Branch of Science Mathematicians Nationality Swiss ... Scientific Families Bernoulli, Jakob (1654-1705) Swiss mathematician (also known as Jacque I or James I) who was the brother of Johann Bernoulli . With his brother, he is considered the most important founder of calculus with the exception of Newton . Nonetheless, the two had bitter arguments about the quality of each other's work. In his Ars conjectandi (1713), which was published posthumously, he developed the properties of Bernoulli numbers It has still not been determined how Bernoulli was able to derive many of the properties of Bernoulli numbers he discovered (Smith 1994, p. 85). In a paper of sums, he remarks how useless Bullialdus's voluminous work Opus novum ad arithmeticum infinitorum (1682) was, which "did nothing more that compute with immense labor the sums of the first six powers, which is only a part of what we have accomplished in the space of a single page" (Smith 1994, p. 90). Ars conjectandi was also the first substantial treatise on probability It contained the general theory of permutation and combination the weak law of large numbers as well as the binomial theorem (for which the first adequate proof for positive integers was given) and multinomial theorem He solved the Bernoulli differential equation independently of Leibniz and Johann Bernoulli . The lemniscate of Bernoulli, described by the polar equation

95. Bernoulli Jakob bernoulli (16541705). Last modified, September 9, 2003.suchii@bun.kyoto-u.ac.jp. http://www.bun.kyoto-u.ac.jp/phisci/Gallery/bernoulli.html

Jakob Bernoulli Last modified, September 9, 2003. suchii@bun.kyoto-u.ac.jp

96. Jakob Bernoulli: Biography And Much More From Answers.com bernoulli, Jacques b. Basel, Switzerland, December 27, 1654, d. Basel, August16, 1705 The first member of the bernoulli family to become famous, http://www.answers.com/topic/jakob-bernoulli-1

showHide_TellMeAbout2('false'); Business Entertainment Games Health ... More... On this page: Scientist Wikipedia Mentioned In Or search: - The Web - Images - News - Blogs - Shopping Jakob Bernoulli Scientist Bernoulli, Jacques [b. Basel, Switzerland, December 27, 1654, d. Basel, August 16, 1705] The first member of the Bernoulli family to become famous, Jacques learned calculus from Leibniz and applied the new techniques in the investigation of various curves and infinite series. He was the first to publish work using polar coordinates although Newton had used them earlier without publishing. Bernoulli also wrote the first account of probability theory, including permutations and combinations. Wikipedia @import url(http://content.answers.com/main/content/wp/css/common.css); @import url(http://content.answers.com/main/content/wp/css/gnwp.css); Jakob Bernoulli Jakob Bernoulli. Jakob Bernoulli Basel December 27 August 16 ), also known as Jacob Jacques or James Bernoulli was a Swiss mathematician and scientist and the older brother of Johann Bernoulli Jakob Bernoulli met Robert Boyle and Robert Hooke on a trip to England in , after which he devoted his life to science and mathematics. He lectured at the

97. Jakob Bernoulli Jakob I bernoulli earned his master of arts in philosophy in 1671 and a licentiate Sometime between 1688 and 1690, Jakob bernoulli was able to find an http://cerebro.xu.edu/math/Sources/JakobBernoulli/JakobB.html

Jakob Bernoulli b. 27 December 1654 Basel, Switzerland d. 16 August 1705 Basel Portrait Jakob I Bernoulli earned his master of arts in philosophy in 1671 and a licentiate in theology in 1676. Against the wishes of his father, he began studying mathematics. During a journey to the Netherlands between 1681 and 1682 he met a number of mathematicians and scientists. In 1687 Bernoulli became professor of mathematics at Basel. During this time he mastered the new calculus of Leibnitz and published extensively in it. His most important work, however, is the Ars Conjectandi . It consists of four parts. Part I is a commentary on the De ratio. of Huygens . Part II concerns the theory of combinations. In the third part Bernoulli gives examples of the expectation of profit in various games of chance. Part IV is the most original. It contains philosophical thoughts on probability, a definition of moral certainty and a proof of what is now known as Bernoulli's theorem. Bernoulli never completed Part IV, either because of ill-health or because he did not know how to do so. Publication of the Ars Conjectandi was delayed because of his death. His nephew and pupil

98. ESA Portal - Switzerland - Français - Les Grands Noms Translate this page a été le départ d’une lignée de mathématiciens. Les plus connus sont ses filsJacob et Johann bernoulli ainsi que Daniel, le fils de ce dernier. http://www.esa.int/esaCP/GGGCBNPZ0GC_Switzerland_fr_2.html

Les grands noms Quelques scientifiques suisses ou vivant en Suisse ont remarquablement contribué au progrès de la recherche ou des techniques spatiales. En voici quelques-uns: La famille Bernoulli La famille du négociant en épices Nicolaus Bernoulli (1623-1708) – dont les ancêtres belges et calvinistes avaient fui des Pays-Bas vers Bâle à l’entrée du Duc d’Albe – a été le départ d’une lignée de mathématiciens. Les plus connus sont ses fils Jacob et Johann Bernoulli ainsi que Daniel, le fils de ce dernier. Jakob Bernoulli Jakob Bernoulli (1654 – 1705) Jakob Bernoulli est né le 27 décembre 1654 à Bâle. Il étudia la théologie dans cette ville et passa sa maitrise en 1671 pour obtenir sa licence en théologie en 1676 tout en se formant en parallèle aux mathématiques contre la volonté de son père. Bernoulli fut appelé à la chaire de mathématiques de l’Université de Bâle après avoir donné des cours particuliers sur la physique expérimentale à Bâle à partir de 1683 et publié des ouvrages sur la compressibilité de l’air et le point central d’oscillation. Il la conserva jusqu’à sa mort. Son frère Johann lui succèda jusqu’en 1748, puis le fils de celui-ci Daniel jusqu’en 1790. Jakob Bernoulli a réalisé avec son frère Johann un travail de pionnier dans le développement du calcul infinitesimal découvert par Gottfried Wilhelm Leibniz. La compétition initialement harmonieuse entre les deux frères devait évoluer ultérieurement vers une rivalité exacerbée. Les travaux de Jakob Bernoulli sur la géométrie différentielle parurent dès 1690 et il fut le premier à utiliser en 1691 dans ses écrits la notion d’”Intégral” ayant son origine à Bâle et repris par Leibniz. A partir de 1692 il posa le fondement des variations à la suite d’une dispute avec son frère Johann à propos du problème des Brachystochrones. Grâce à ses recherches sur la forme des poutres soumises á une contrainte Bernoulli fonda la théorie systématique du calcul élarticité et jeta les bases de la solution de nombreux problèmes technologiques des temps modernes.

99. íÁÔÅÍÁÔÉËÁ On-line. ÷ ÐÏÍÏÝØ ÓÔÕÄÅÎÔÕ. õÞÅÎÙÅ. â The summary for this Russian page contains characters that cannot be correctly displayed in this language/character set. http://mathem.h1.ru/bernulli_j.html

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100. Coats-of-Arms Of Scientists - Cross-Index - Numericana http://home.att.net/~numericana/arms/alpha.htm

Alphabetical: A Ada Byron Adam Ries Adrien-Marie Legendre Albert , Saint 1205-1280 Albert de Lapparent Albert the Great Albertus Magnus Alessandro Volta ... Aquinas , Thomas 1225-1274 d' Aquin , St. Thomas 1225-1274 Augustin Cauchy Avogadro , Amedeo 1776-1856 B Bacon , Roger 1214-1294 Bacon , Sir Francis 1561-1626 Barrow , Isaac 1630-1677 Behring , Emil von 1854-1917 Benjamin Franklin Bernoulli , Daniel 1700-1782 Bernoulli , Jacob 1655-1705 Bernoulli , Johann 1667-1748 Berthollet , Claude 1748-1822 Bertrand Russell Berzelius Bigollo Fibonacci 1170-1250 Blaise Pascal Bochart de Saron Bohr , Niels 1885-1962 , Albrecht von 1205-1280 Bombastus von Hohenheim Bonacci , Leonardo 1170-1250 Boyle , Robert 1627-1691 Brahe , Tycho 1546-1601 Braun , Wernher von 1912-1977 Breteuil , Gabrielle-Emilie de 1706-1749 Broglie , Louis de 1892-1987 Buffon , Comte de 1707-1788 Byron , Augusta Ada 1815-1852 C Cardan Cardano , Girolamo 1501-1576 Caritat de Condorcet Carl Auer von Welsbach Carl Friedrich Gauss Carnot , Sadi 1796-1832 Cassini , Comte de 1748-1845 Cauchy , Augustin 1789-1857 Cavendish , Henry 1731-1810 Chanteloup , Chaptal de 1756-1832 Chaptal de Chanteloup Chardin , Pierre Teilhard de 1881-1955 Charles Darwin Charles Parsons , Emilie du 1706-1749 Christiaan Huygens Christopher Wren Clapeyron , Emile 1799-1864 Claude Berthollet Clerk Maxwell , James 1831-1879 Cochon de Lapparent , Albert 1839-1908 Colchester , William of 1544-1603 Condorcet , Caritat de 1743-1794 Copernicus , Nicolaus 1473-1543 Coriolis , Gaspard Gustave 1792-1843

A  B  C  D  E  F  G  H  I  J  K  L  M  N  O  P  Q  R  S  T  U  V  W  X  Y  Z

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