41. Daniel Bernoulli bernoulli, daniel. Eighteenth century Dutch mathematician codified thenotion of expected utility as a revolutionary approach to risk. http://www.gametheory.net/Dictionary/People/DanielBernoulli.html

Dictionary Game Theory Dictionary People : Daniel Bernoulli Bernoulli, Daniel Eighteenth century Dutch mathematician codified the notion of expected utility as a revolutionary approach to risk. He noted that people do not maximize expected returns but expected utility. He also is credited for recognizing the notion of diminishing returns (each additional item is worth less than the last) and demonstrating the St. Petersburg Paradox. To learn more: Go to the Game Theory .net home page. A resource for educators and students of game theory. Home Lecture Notes Books Pop Culture ... FAQ

42. Daniel Bernoulli http://www.sciences-en-ligne.com/momo/chronomath/chrono1/BernoulliDan.html

Bernoulli Daniel, suisse, 1700-1782 Fils de Jean Bernoulli cordes vibrantes aux d'Alembert et Poisson Nicolas Bernoulli : Euler , et surtout Fourier et Dirichlet , finaliseront. Il sera aussi avec Buffon continue si elle prend ses valeurs dans un intervalle de R si elle prend ses valeurs dans N ou une partie de N n'est pas encore construit. Par on entend tout nombre non imaginaire (i.e. non complexe) : fractionnaire ou irrationnel (comme ou ln 2). Aiguille de Buffon : dits de Bernoulli Ces polynômes prennent leur origine dans les travaux de Jakob Bernoulli dans son Ars Conjectandi Nicolas Maupertuis Bayes

43. Daniel, Jakob & Johann Bernoulli bernoulli. Hauptseite/Main Page. Deutsch. English. http://www.niester.de/p_natwis/bernoulli/bernoulli.html

Hauptseite/Main Page Deutsch English Bernoulli, Daniel ( 1700 - 1782 ) Bernoulli, Daniel Daniel Bernoulli and the making of the fluid equation Bernoulli, Jakob (1654-1705) from Eric Weisstein's Treasure Trove of Scientific Biography ... Bernoulli, Johann (1667-1748) from Eric Weisstein's Treasure Trove of Scientific Biography Erstellt am:

44. Bernoulli, Daniel bernoulli, daniel (29 January 1700 17 March 1782). Philos. Sci. 18 (4) (1987), 441-454;Grigoryan AT and Kovalev BD, daniel bernoulli (Russian), Voprosy Istor. http://www.aandc.org/research/bernoulli.html

P.O. Box 125, Picton, Ontario, K0K 2T0, Canada Back ] to research pages Bernoulli, Daniel (29 January 1700 - 17 March 1782) Swiss author of "Hydrodynamica, Sive De Viribus et Motibus Fluidorum Commentarii" [at right], Strasburg, J.R. Dulsecker, 1738, in which Bernoulli's Principle is first described. Biographies: Biography in Dictionnaire Universel, historique, critique et bibliographique, Paris 1810 Biography in Dictionary of Scientific Biography, New York 1970-1990 Biography in Encyclopaedia Britannica, Chicago, 1961 Works on: Bernhard H, The Bernoulli family, in H Wussing and W Arnold, Biographien bedeutender Mathematiker, Berlin, 1983 Cannon, John T and Dostrovsky, Sigalia, The Evolution of dynamics, vibration theory from 1678-1742. No. 6 in Studies in the History of Mathematics and Physical Sciences, Springer-Verlag, New York, 1981 Grigoryan AT and Kovalev BD, Daniel Bernoulli 1700-1782 (Russian), Scientific - Biographic Literature 'Nauka', Moscow, 1981 Nikiforovskii, The great mathematicians Bernoulli (Russian), History of Science and Technology Nauka, Moscow, 1984 Articles: Delsedime, Piero, La Disputa delle corde vibranti ed una lettera inedita di Lagrange a Daniel Bernoulli, Physis : rivista internazionale di storia della scienza. - 13, 2, 117-146, 1971

45. Bernoulli,Daniel Abel. bernoullidaniel. bernoulli-Jocob. bernoulli-Johannes. Boole. Sylvester. Weierstrass.bernoulli,daniel (17001782) ?.?(Bernoum,daniel). http://w3.mtjh.tp.edu.tw/t020/math/mathematician/Bernoulli-Daniel.htm

Abel Bernoulli-Daniel Bernoulli-Jocob Bernoulli-Johannes ... Weierstrass Bernoulli,Daniel ¡]17001782¡^ ¤¦¥§º¸¡D§B§V§Q(Bernoum,Daniel) 1700¦~2¤ë9¤é(¾§¾ä1¤ë 29¤é )¥Í©ó²üÄõ®æ¹¹ç®Ú(Groningen)¡F1782 ¦~3 ¤ë 17 ¤é¨ò©ó·ç¤h¤Ú¶ëº¸ ¡C ¼Æ¾Ç ¡Bª«²z¾Ç¡BÂå¾Ç¡C

46. Bernoulli, Daniel http://www.geocities.com/CapeCanaveral/Lab/2155/bernoulli.html

Bernoulli, Daniel vedi Meccanica dei fluidi Fu tra i primi in Europa ad accettare la nuova fisica dello scienziato inglese Isaac Newton vedi Principio di Bernoulli gas , spiegando in termini probabilistici il loro comportamento in condizioni di pressione e temperatura variabili; questo studio, tuttavia, non ebbe molto seguito all'epoca.

47. Bernoulli, Daniel (1700-1782) now known as bernoulli s principle. Home Math History People bernoulli, daniel (17001782). bernoulli, daniel (1700-1782). http://www.spacetransportation.org/Detailed/71429.html

Most important work considered the basic properties of fluid flow, pressure, density and velocity, and gave their fundamental relationship now known as Bernoulli's principle. Home Math History People : Bernoulli, Daniel (1700-1782) Bernoulli, Daniel (1700-1782) Most important work considered the basic properties of fluid flow, pressure, density and velocity, and gave their fundamental relationship now known as Bernoulli's principle. Visit this link Spacetransportation.org - Science Directory - Last Update: Sun May 23 2004

48. 2eessai Translate this page Ces curieux francophones! Inventeur daniel bernoulli. F 3 On fait référenceà daniel bernoulli dans Devoir surveillé GTR1 n°3 M Sokol. http://www.edu.pe.ca/springpark/robert/fixed/abed.htm

Inventeur Accueil Ressources Biographies Jeu-questionnaire Pour nous rejoindre, contactez le webmestre Liste ... Questions Ces curieux francophones! Inventeur : Daniel Bernoulli Note Back (Retour). F 1 F 2 : Article sur la famille Bernoulli . F 3 Sites anglais A 1 : En anglais, A 2 : En anglais, on explique le principe de Bernoulli. A 3 A 4 A 5 A 6 : Autre article biographique . A 7 A 8 A 9 A 10 : Article au sujet de Daniel Bernoulli, "Daniel Bernoulli and the making of the fluid equation" . A 11 : Article au sujet de la famille Bernoulli, une partie de l'article parle de Daniel Bernoulli. A 12 A 13 : Article au sujet de D.Bernoulli dans Encyclopedia.Com A 14 : Article au sujet de D.Bernoulli dans une page de San Francisco State University. A 15 : Article au sujet de D.Bernoulli dans une page de University of Guelph. A 16 A 17 Ailes d'avions A 18 A 19 : Votre contribution s.v.p. A 20 : Votre contribution s.v.p.

49. Anecdote - Daniel Bernoulli - Daniel Bernoulli sarcastically replied, am Issac Newton! bernoulli often called this incidentthe most sincere tribute he had ever received. bernoulli, daniel (17001782 http://www.anecdotage.com/index.php?aid=6348

50. The Bernoullis daniel bernoulli, the scond son of John, was born on Feb. 9, 1700, and died onMarch 17, 1782; he was professor first at St. Petersburg. daniel bernoulli. http://www.maths.tcd.ie/pub/HistMath/People/Bernoullis/RouseBall/RB_Bernoullis.h

The Bernoullis From `A Short Account of the History of Mathematics' (4th edition, 1908) by W. W. Rouse Ball. James Bernoulli John Bernoulli Daniel Bernoulli James Bernoulli Jacob or James Bernoulli He was one of the earliest to realize how powerful as an instrument of analysis was the infinitesimal calculus, and he applied it to several problems, but did not himself invent any new processes. His great influence was uniformly and successfully exerted in favour of the use of the differential calculus, and his lessons on it, which were written in the form of two essays in 1691 and are published in the second volume of his works, shew how completely he had even then grasped the principles of the new analysis. These lectures, which contain the earliest use of the term integral, were the first published attempt to construct an integral calculus; for Leibnitz had treated each problem by itself, and had not laid down any general rules on the subject. The most important discoveries of James Bernoulli were his solution of the problem to find an isochronous curve; his proof that the construction for the catenary which had been given by Leibnitz was correct, and his extension of this to strings of variable density and under a central force; his determination of the form taken by an elastic rod fixed at one end and acted on by a given force at the other, the elastica ; also of a flexible rectangular sheet with two sides fixed horizontally and filled with a heavy liquid, the

51. Zeal.com - United States - New - Library - Sciences - Chemistry - Chemists - Ber A great resource for United States New - Library - Sciences - Chemistry- Chemists - bernoulli, daniel. bernoulli, daniel Preview Category, http://zeal.com/category/preview.jhtml?cid=331383

52. BERNOULLI, Daniel., Hydrodynamica, Sive De Viribus Et Motibus Fluidorum Commenta Translate this page bernoulli, daniel. daniel bernoulli est le mathématicien le plus importantde la deuxième génération de cette grande famille de scientifiques. http://www.polybiblio.com/basane/J12.html

Librairie Thomas-Scheler BERNOULLI, Daniel. Hydrodynamica, sive de Viribus et Motibus Fluidorum commentarii. Opus Academicum... Strasbourg, Dulsecker, 1738. Edition originale. Daniel Bernoulli est le mathématicien le plus important de la deuxième génération de cette grande famille de scientifiques. Professeur à Bâle et à Saint Petersbourg, contemporain et ami d'Euler, il partagea avec lui dix fois le prix annuel de l'Académie des sciences de Paris. Dans son Hydrodynamique, il montre l'importance du principe de la conservation de l'énergie, et expose les premiers éléments de la théorie cinétique des gaz. "Les molécules gazeuses, en état d'agitation d'autant plus vive que la pression est plus élevée, heurtent les parois du récipient qui les contient; la pression est le résultat de cette multitude de chocs" (Daumas, Histoire de la Science, p. 903). On y trouve aussi un traité sur les marées et un travail sur les cordes vibrantes. Cet ouvrage fit de lui le fondateur de l'hydrodynamique. Illustré de 12 planches dépliantes. Bel exemplaire très grand de marges. This item is listed on Bibliopoly by Librairie Thomas-Scheler ; click here for further details.

53. BERNOULLI, Daniel, Hydrodynamica, Sive De Viribus Et Motibus Fluidorum Commentar WP Watson Antiquarian Books. bernoulli, daniel Hydrodynamica, sive de viribus etmotibus fluidorum commentarii Strasbourg, Johann Reinhold Dulsseker, 1738. http://www.polybiblio.com/watbooks/2594.html

W. P. Watson Antiquarian Books BERNOULLI, Daniel Hydrodynamica, sive de viribus et motibus fluidorum commentarii ... Strasbourg, Johann Reinhold Dulsseker, 1738 4to (243 x 190 mm), pp [viii] 304, title in red and black, with engraved vignette and 12 folding engraved plates by Johann Martin Weis; margins of title a bit dustsoiled, some very occasional light spotting as usual, a very good copy in contemporary sheep panelled in silver-gilt, with monogram 'M R' on covers, edges gauffred and gilt, binding a bit worn at corners and foot of spine, copy of the mathematician Michel Chasles with his bookplate. £11,000 First edition of Bernoulli's epochal work on fluid dynamics and kinetic gas theory. 'Bernoulli's Hydrodynamica [was] one of the major works initiating the mathematical study of fluid flow. Bernoulli presents the following equation for steady, non viscous, incompressible flow: p + p v2/2 + p gy = A, where p symbolizes pressure, p density, v velocity, g the acceleration of gravity, y height, and A a constant. He also examines the equilibrium oscillation of an inertialess ocean, and explicitly states that the flow equations are appropriate not only for the more common applications of fluid dynamics but also for the flow of blood in veins and arteries. Bernoulli, like Galileo Galilei in 1638 and Christiaan Huygens, assumes conservation of mv2 rather than conservation of momentum mv, m and v symbolizing a body's mass and velocity respectively' (Parkinson, Breakthroughs).

54. Bernoulli bernoulli, daniel. (17001782). Švýcarský matematik pocházejícíz rozvetvené rodiny matematiku a fyziku. Zjistil, že s http://www.aldebaran.cz/famous/people/Bernoulli_Daniel.html

Bernoulli, Daniel Švýcarský matematik pocházející z rozvìtvené rodiny matematikù a fyzikù. Zjistil, že s rostoucí rychlostí proudící tekutiny klesá její tlak (Bernoulliho rovnice). Vìnoval se kmitùm strun, vlivu slapových sil na oceán a kinetické teorii. Pøedpovìdìl, že vlastnosti plynù jsou dány pohyby molekul. Nezávisle poprvé zavedl Besselovy funkce. Desetkrát získal cenu Francouzské akademie.

55. Vollanzeige Translate this page NDB-Nebeneintrag, ADB-Eintrag. bernoulli, daniel. 1700 bis 1782. Konfession evangelisch.Weitere Namensform(en) bernoulli, daniel (I). Fundstellen NDB Bd. http://mdz2.bib-bvb.de/~ndb/ndbvoll.html?inpAuswahl[]=4058

56. Allmath.com - Math Site For Kids! Home Of Flashcards, Math Click Here bernoulli, daniel. bernoolee (170082). Mathematician,born in Groningen, The Netherlands, the son of Johann bernoulli. http://www.allmath.com/biosearch.php?QMeth=ID&ID=3600

57. Skolavpohode.cz Titulní stránka Matematika Lexikon, bernoulli, daniel (17001782) Švýcarskýmatematik pocházející z rozvetvené rodiny matematiku a fyziku. http://www.skolavpohode.cz/clanek.asp?polozkaID=3407

58. Scientific Identity: Portraits From The Dibner Library Of The History Of Science Scientist bernoulli, daniel (1700 1782). Discipline(s) Biology ; Mathematics; Physics. Portrait of daniel bernoulli ~ Enlarge Image ~, http://web4.si.edu/sil/scientific-identity/by_name_display_results.cfm?scientist

59. Schönauer-Bernoulli, Daniel, Handelsmann, Basel, Handel (1823-1834) Translate this page Schönauer-bernoulli, daniel, Handelsmann. Archiv. Schweizerisches Wirtschaftsarchiv.Signatur. Titel. Schönauer-bernoulli, daniel, Handelsmann. Laufzeit. 1823-1834. http://www.ub.unibas.ch/wwz/vsa/204-335.htm

arCHeco Verzeichnis der Wirtschaftsbestände in öffentlichen und privaten Archiven der Schweiz und Liechtensteins / Répertoire des fonds d'archives d'entreprises en Suisse et au Liechtenstein Schönauer-Bernoulli, Daniel, Handelsmann Archiv Schweizerisches Wirtschaftsarchiv Signatur CH SWA HS 117 Titel Schönauer-Bernoulli, Daniel, Handelsmann Laufzeit Umfang 0.02 m (1 Bd/Karton) Name(n) des Aktenbildners Typus Firma Zeitraum des Bestehens / Lebensdaten Ort Basel Kanton BS Branche Handel / Inhalt 1 Briefkopierbuch Benutzungsbestimmungen keine Findmittel Zettelkatalog Bibliographische Hinweise Bemerkungen

60. Schönauer-Bernoulli, Daniel, Handelsmann, Basel, Handel (1823-1834) Translate this page Schönauer-bernoulli, daniel, Handelsmann. Signatur. CH SWA HS 117. Titel.Schönauer-bernoulli, daniel, Handelsmann. Laufzeit. 1823-1834. Umfang. http://www.ub.unibas.ch/wwz/swa/204-335.htm

Schweizerisches Wirtschaftsarchiv Schönauer-Bernoulli, Daniel, Handelsmann Signatur CH SWA HS 117 Titel Schönauer-Bernoulli, Daniel, Handelsmann Laufzeit Umfang 0.02 m (1 Bd/Karton) Name(n) des Aktenbildners Typus Firma Zeitraum des Bestehens / Lebensdaten Ort Basel Kanton BS Branche Handel / Inhalt 1 Briefkopierbuch Benutzungsbestimmungen keine Findmittel Zettelkatalog Bibliographische Hinweise Bemerkungen

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