61. Pierre De Fermat - Definition Of Pierre De Fermat In Encyclopedia pierre de fermatpierre de fermat (August 17, 1601 – January 12, 1665) was a Frenchlawyer at the Parliament of Toulouse and a mathematician who is given http://encyclopedia.laborlawtalk.com/Pierre_de_Fermat

Add to Favorites General Encyclopedia Legal ... Law forum Search Word: Visit our Law forums Labor Law Accidents Law Bankruptcy Law Business Law ... Tax Law Pierre de Fermat Pierre de Fermat August 17 January 12 ) was a French lawyer at the Parliament of Toulouse and a mathematician who is given credit for the development of modern calculus . In particular, he is the precursor of differential calculus with his method of finding the greatest and the smallest ordinates of curved lines, analogous to that of the then unknown differential calculus. Perhaps even more important, his brilliant researches in the theory of numbers entitle him to rank as the founder of the modern theory. He also made notable contributions to analytic geometry and probability Fermat worked on number theory while preparing an edition of Diophantus , and the notes and comments thereon contained the numerous theorems of considerable elegance necessary to develop the theory of numbers. Fermat is famous for his "Enigma" that was an extension of Pythagorean Theorem, also known as Fermat's last theorem , which baffled mathematicians for more than 300 years, and was only finally proven in . Together with René Descartes , Fermat was one of the two leading mathematicians of the first half of the 17th century . Independently of Descartes, he discovered the fundamental principle of

62. BIBLIOGRAPHY fermat, pierre de (1679). Varia opera mathematica. Toulouse; repr. The Mathematical Career of pierre de fermat. 2nd rev. ed. http://www.princeton.edu/~mike/articles/mathnat/mathnatbib.htm

BIBLIOGRAPHY Andersen, Kirsti (1985) . "Cavalieri's method of indivisibles" , Archive for History of Exact Sciences Barrow, Isaac (1670) Lectiones geometricae: In quibus (praesertim) generalia curvarum linearum symptomata declarantur . London. Bacon, Francis (1960) The New Organon. ed. Fulton H. Anderson. Indianapolis: Liberal Arts Press. Bedini, Silvio A (1991) The Pulse of Time: Galileo Galilei, The Determination of Longitude, and the Pendulum Clock . Florence: Leo S. Olschki. Bos, H.J.M. (1974) . "Differentials, Higher-Order Differentials and the Derivative in the Leibnizian Calculus", Archive for History of Exact Sciences Bos, H.J.M. (1988) . "Tractional Motion and the Legitimation of Transcendental Curves", Centaurus Boyle, Robert (1965) Robert Boyle on Natural Philosophy , ed. Marie Boas Hall. Bloomington: Indiana University Press. Breger, Herbert (1990) . "Know-how in der Mathematik. Mit einer Nutzanwendung auf die unendlichkleinen Größen", in Rechnen mit dem Unendlichen: Beiträge zur Entwicklung eines kontroversen Gegenstandes . Basel: Birkhäuser, pp. 43-57.

63. Pierre De Fermat -- Facts, Info, And Encyclopedia Article pierre de fermat (August 17, 1601 – January 12, 1665) was a (The Romance Article about life and works of pierre de fermat from the public domain http://www.absoluteastronomy.com/encyclopedia/p/pi/pierre_de_fermat.htm

Pierre de Fermat [Categories: Number theorists, Basque mathematicians, French mathematicians, 17th century mathematicians, 1665 deaths, 1601 births] Pierre de Fermat (The Romance language spoken in France and in countries colonized by France) French (A professional person authorized to practice law; conducts lawsuits or gives legal advice) lawyer of (A member of a people of unknown origin living in the western Pyrenees in France and Spain) Basque origin at the Parliament of (A city on the Garonne River in southern France southeast of Bordeaux; a cultural center of medieval Europe) Toulouse and a (A person skilled in mathematics) mathematician who is given credit for the development of modern (A hard lump produced by the concretion of mineral salts; found in hollow organs or ducts of the body) calculus . In particular, he is the precursor of (The part of calculus that deals with the variation of a function with respect to changes in the independent variable (or variables) by means of the concepts of derivative and differential) differential calculus with his method of finding the greatest and the smallest ordinates of curved lines, analogous to that of the then unknown

64. Fermat Pierre pierre fermat reçoit Il grimpe rapidement les échelons, son nom devient pierre de fermat et en http://www.ucam.ac.ma/fssm/optique/biographies/fermat.htm

Mathématicien et physicien Français Abbe Descartes Gauss Helmholtz ... Newton Né à Beaumont-De-Lomagne d'un riche négociant en cuir, Pierre Fermat reçoit d'une éducation privilégiée. Il étudie d'abord au monastère franciscain local puis à l'université de Toulouse et ensuite à Bordeaux jusqu'à l'âge de 19 ans. C'est à Bordeaux qu'il commence ses premiers travaux de recherche mathématique sur les maximum et les minimum, ainsi q'une étude des spirales appliquée à la trajectoire des corps en chute libres. Fermat étudie le Droit et devient à 30 ans conseiller à la Chambre des Requêtes du Parlement de Toulouse. Il grimpe rapidement les échelons, son nom devient Pierre de Fermat et en 1652 il est promu au niveau le plus élevé à la cour criminelle. Fermat consacre ses loisirs aux mathématiques. Il entretient avec la communauté scientifique parisienne une importante correspondance. Souvent dans ses lettres il défie ses correspondants de retrouver les résultats qu'il avait prouvé, ce qui les mettait très en colère. Cependant, entre 1643 et 1654 Fermat a peu de contacts avec ses collègues scientifiques à Paris. Son travail de conseiller lui laisse peu de temps pour les mathématiques. Une guerre civile éclate en France suivie d'une épidémie de peste qui affecte considérablement la région de Toulouse.

65. Pierre De Fermat - Mathematics And The Liberal Arts pierre de fermat Mathematics and the Liberal Arts. To expand search, see Francein the 1600s. Laterally related topics Blaise Pascal, http://math.truman.edu/~thammond/history/Fermat.html

Pierre de Fermat - Mathematics and the Liberal Arts To expand search, see France in the 1600s . Laterally related topics: Blaise Pascal Jean-Louis Vaulezard , and Jean-François Niceron The Mathematics and the Liberal Arts pages are intended to be a resource for student research projects and for teachers interested in using the history of mathematics in their courses. Many pages focus on ethnomathematics and in the connections between mathematics and other disciplines. The notes in these pages are intended as much to evoke ideas as to indicate what the books and articles are about. They are not intended as reviews. However, some items have been reviewed in Mathematical Reviews , published by The American Mathematical Society. When the mathematical review (MR) number and reviewer are known to the author of these pages, they are given as part of the bibliographic citation. Subscribing institutions can access the more recent MR reviews online through MathSciNet Biggs, N. L. The roots of combinatorics. Historia Math.

66. FOLDOP Search Michael Sean Mahoney, The Mathematical Career of pierre de fermat,16011665 (Princeton, 1994); Simon Singh and John Lynch, fermat s Enigma TheEpic Quest http://www.swif.it/foldop/dizionario.php?find=Fermat Pierre de

67. ¶O°¨¡£Fermat, Pierre De, 1601-1665¡¤ The summary for this Chinese (Traditional) page contains characters that cannot be correctly displayed in this language/character set. http://www.edp.ust.hk/math/history/3/3_110.htm

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68. SAPERE.it - Fermat, Pierre De consultare una voce enciclopedica piu ricca. 7486 caratteri http://www.sapere.it/gr/ArticleViewServlet?tid=1069152&rid=1069152&from=ArticleV

69. Pierre De Fermat Quotes - ThinkExist Quotations Popularity pierre de fermat popularity 6/10 pierre de fermat quotes. Add tomy book. Submit a New pierre de fermat quote http://en.thinkexist.com/quotes/pierre_de_fermat/

Advanced Search My Account Help Add the "Dynamic Daily Quotation" to Your Site or Blog - it's Easy! All Pierre de Fermat Quotations Authors Topics Keywords ... More... Famous people: Name Nationality Occupation Date ... Peu Pie 1-5 Quotations of Pierre de Fermat quotes French Mathematician Popularity: " And perhaps, posterity will thank me for having shown it that the ancients did not know everything. " santiz Pierre de Fermat quotes Add to my book show_bar(347447,null,'and-perhaps-posterity-will-thank-me-for-having') " I have discovered a truly remarkable proof which this margin is too small to contain. " smtigg Pierre de Fermat quotes Add to my book show_bar(354907,null,'i-have-discovered-a-truly-remarkable-proof-which') " I have found a very great number of exceedingly beautiful theorems. " Pierre de Fermat quotes Add to my book show_bar(388965,null,'i-have-found-a-very-great-number-of-exceedingly') " It is impossible for any number which is a power greater than the second to be written as a sum of two like powers. I have a truly marvelous demonstration of this proposition which this margin is too narrow to contain. " Pierre de Fermat quotes Add to my book show_bar(389129,null,'it-is-impossible-for-any-number-which-is-a-power')

70. Matematikk.net :: Databasen Per :: Oppslag - Fermat, Pierre De Matematikk.net tilbyr mattematikkleksikon, oppgaver og et aktivt mattematikk-forumrettet mot elever i ungdomsskole, videregående og høyskoler. http://www.matematikk.net/ressurser/per/per_oppslag.php?aid=104

71. Fermat, Pierre De :: Encyklopédia Www.ys.sk Online encyklopédia vydavatelstva Young Scientist. http://www.ys.sk/entry/1101902270.php

upperadd Vydavate¾stvo Young Scientist vyh¾adaj v encyklopédii encyklopédia ABCD... kontaktný formulár login heslo registrácia encyklopédia antikvariát Fermat, Pierre de Autor [Marián Olejár, Jr.] Pridané [01/12/04] Posledná zmena [01/12/04] On-line antikvariát beletria a odborné knihy z každej oblasti Kontextové odkazy pridaj svoj odkaz matematici; fyzici; právnici: Narodený: 20. (17.) augusta 1601, Beaumont-de-Lomagne, Francúzsko Zomrel: 12. januára 1665 Francúzsky matematik, fyzik a právnik. Jeden z otcov diferenciálneho a integrálneho poètu. Fermatov otec bol obchodník, takže rodina bola slušne zabezpeèená. Dobré základné vzdelanie získal vo františkánskom kláštore v Grandselve. Následne krátko študoval na univerzite v Toulouse. Na žiados rodiny však zaèal kariéru v štátnych službách. V roku 1631 sa stal toulouským parlamentným radcom. Pod¾a dochovaných zmienok bol schopným a šikovným úradníkom. Pracoval aj na súde, napr. na poste vrchného sudcu. V 1652 prežil silný záchvat moru. Následne zaèal postupova, lebo niektorí vyšší úradníci nemali takéto šastie. Krátko na to si zaèal pred menom písa aj "de". Poèas života nikdy nesprístupnil svoje dôkazy verejnosti. Písal však listy matematikom, v ktorých formuloval svoje výsledky bez dôkazov a adresátov vyzval, aby si dôkaz našli sami.

72. Concurso Nacional De Matemáticas Pierre Fermat Edición 2005 Translate this page concurso nacional de matemáticas pierre fermat. Obtenga una copia del Cartel Escríbanos un correo electrónico a fermat@esfm.ipn.mx http://www.esfm.ipn.mx/~fermat/

73. Fermat Translate this page fermat, pierre. 1601- 1665. fermat fue un abogado y un gobernante oficial el másrecordado por su trabajo en la Teoría de números, en particular por el http://www.sectormatematica.cl/biografias/fermat.htm

Fermat, Pierre Fermat fue un abogado y un gobernante oficial el más recordado por su trabajo en la Teoría de números, en particular por el último teorema de Fermat; las matemáticas eran para él su hobby. En 1636 Fermat propuso un sistema de geometría analítica similar a uno de Descartes quien lo propuso unos años después. El trabajo de Fermat estaba basado en una reconstrucción del trabajo de Apolonio usado en el álgebra de Viète. Similar trabajo dejo Fermat al descubrir métodos similares de diferenciación e integración encontrando los máximos y mínimos. Fermat dijo que había descubierto una prueba ("prueba maravillosa"), pero que no había en la página suficiente margen para darla. Númerosos matemáticos han intentado, sin éxito probar este teorema, el cuál enuncia que dada la ecuación: X n + Y n = Z n Este teorema indicado figura en el texto Varia Opera Mathematical (1679), públicadas póstumamente. A comienzos del siglo XVII el panorama de la matemática justificaba el plural de su denominación : "Las matemáticas", que aún subsiste ahora.

74. Natur Des Lichts Translate this page pierre de fermat wurde am 17. August 1601 in Beaumont-de-Lomagne, Frankreichgeboren. Er ging in einem Franziskanerkloster zur Schule. http://www.mbaselt.de/licht/fermat.htm

Pierre de Fermat Pierre de Fermat wurde am 17. August 1601 in Beaumont-de-Lomagne, Frankreich geboren. Fermat fand Methoden Maxima, Minima und Tangenten zu Kurven zu finden und restaurierte Apollonius' Werk Conica Nachdem man Fermat Descartes' Dioptrique La Geometrie 1656 begann Fermat einen Briefwechsel mit Huygens. Auch diesen versuchte er an der Zahlentheorie zu interessieren. Fermat starb am 12.1.1665 bei Toulouse.

75. Studienkreis - Nachhilfe Mit System - Fermat, Pierre De Translate this page Hier findest du Informationen über den Mathematiker pierre de fermat. http://www.studienkreis.de/show/artikel_id/3092.html

Pierre de Fermat Pierre de Fermat, der französische Jurist und Hobbymathematiker wurde im August 1601 in der Nähe von Toulouse in Südfrankreich geboren und starb am 12. Januar 1665 nahe bei seinem Geburtsort. Sein Vater war ein wohlhabender Lederkaufmann. Fermat begann 1620 mit dem Jurastudium, das er 1631 in Orléans abschloss. Er kaufte als Anwalt die Stelle eines Parlamentsrats in Toulouse. Dadurch durfte er das Adelsprädikat de führen. Als eher durchschnittlicher Jurist durchlief er alle Ränge des Toulouser Parlaments und führte ein ruhiges, rechtschaffenes und arbeitsreiches Beamtenleben. Nur in seiner Freizeit beschäftigte er sich aus Liebhaberei mit der Mathematik. Als Kenner der griechischen und lateinischen Sprache studierte er die antiken Schriften der griechischen Mathematiker Euklid Archimedes und Apollonios. Hieraus entwickelte er ein System der Darstellung von Punkten in der Ebene, das dem seines Zeitgenossen Descartes , dem Namensgeber des kartesischen Koordinatensystems, ebenbürtig war. Beide gaben entscheidende Anstöße für die Entwicklung der analytischen Geometrie. Ebenso schuf Fermat eine leicht zu handhabende Methode der Extremwertberechnung bei einfachen Funktionen. Durch kleine Veröffentlichungen in Mathematikerkreisen zum Problem der Tangentenbestimmung an Kurven geriet er in einen fachlichen und z. T. auch persönlichen Streit mit dem in Belgien lebenden Descartes . Bei der Berechnung von Flächeninhalten in krummlinigen Figuren wandte Fermat eine Kombination der Methoden von Euklid und Archimedes an, die er immer wieder überarbeitete und verbesserte. Er fand jedoch nicht die Gelegenheit, seine Ergebnisse einem breiten Publikum bekannt zu machen. Erst nach seinem Tode veröffentlichte sein Sohn diese Grundlagen der heutigen Integralrechnung. In brieflicher Zusammenarbeit mit Pascal entstanden die Anfänge der modernen Wahrscheinlichkeitsrechnung. Dabei ging es konkret um die Aufteilung von Wetteinsätzen, wenn ein Spiel vor der endgültigen Entscheidung abgebrochen werden musste. Seine größten Erfolge errang Fermat auf dem Gebiet der Zahlentheorie, der Arithmetik, die durch seine Arbeiten erst als selbstständiger Teilbereich der Mathematik entstand. Er untersuchte vor allem die Verteilung und Gesetzmäßigkeiten der Primzahlen.

76. Auteur - De Fermat, Pierre Translate this page de fermat, pierre de fermat, P. fermat, P. fermat fermat, pierre Oeuvres depierre fermat 1 la théorie des nombres http://www.math.univ-rennes1.fr/bibli/catalogue/Auteur.htm?numrec=06194997991217

77. Biografia De Fermat, Pierre De Translate this page fermat, pierre de. (Beaumont, Francia, 1601-Castres, id., 1665) Matemático francés.Poco se conoce de sus primeros años, excepto que estudió derecho, http://www.biografiasyvidas.com/biografia/f/fermat.htm

Inicio Buscador Las figuras clave de la historia Reportajes Los protagonistas de la actualidad Fermat, Pierre de Inicio Buscador Recomendar sitio

78. Anecdote - Pierre De Fermat - Fermat`s Last Theorem Anecdotes, Famous People. Funny Stories. Anecdotes from Gates to Yeats. http://www.anecdotage.com/index.php?aid=11095

79. Pierre_de_Fermat imagepierre de fermat.jpg thumb 150px pierre de fermat {{MacTutorBiography id=fermat}}; Article about life and works of pierre de fermat from the http://copernicus.subdomain.de/Pierre_de_Fermat

Suche: Main Page '''Pierre de Fermat''' ( August 17 January 12 ) was a French lawyer of Basque origin at the Parliament of Toulouse and a mathematician who is given credit for the development of modern calculus . In particular, he is the precursor of differential calculus with his method of finding the greatest and the smallest ordinates of curved lines, analogous to that of the then unknown differential calculus . Perhaps even more important, his brilliant researches in the theory of numbers entitle him to rank as the founder of the modern theory. He also made notable contributions to analytic geometry and probability Fermat worked on number theory while preparing an edition of Diophantus , and the notes and comments thereon contained the numerous theorems of considerable elegance necessary to develop the theory of numbers. Fermat is famous for his "Enigma" that was an extension of Pythagorean Theorem, also known as Fermat's last theorem , which baffled mathematicians for more than 300 years, and was only finally proven in . Together with Ren� Descartes , Fermat was one of the two leading mathematicians of the first half of the 17th century . Independently of Descartes, he discovered the fundamental principle of

80. ünlü Matematikçiler-4 2 Cahit ARF (1910 1997 ) 3 LEIBNIZ, Gottfried Wilhelm (1646 - 1717 ) 4 fermat, pierre de (1601 - 1665 ) 5 CAUCHY, Augustin Louis (1789 - 1857) http://matematikegitim.yyu.edu.tr/matematiciler-4.htm

FERMAT, Pierre De Fermat’nın asıl önemli teoremi ise, "x n + y n = z n denklemi x, y, z ve n’nin pozitif değerleri için n>2 ise imkansızdır" biçimindedir. Bütün N’ler için doğru olan kanıt henüz bulunmamıştır ama teorem çok sayıda değer için doğrudur. Fermat, bütün teoremlerinin dakik ispatlarını vermemişti. 1879 yılına kadar onun kullanmış olduğu ispat yöntemleri tamamıyla kayıptı; bu tarihte Leiden Kütüphanesi’nde Huygens’in yazmaları arasında bulunan bir belge, Fermat’nın indüktif metodu kullandığını gösterdi. Fermat, bu metodun, özellikle belirli bağıntıların imkansızlığının ispatına uygun olduğunu söylemiştir. Kaynak: www.matematikdosyasi.com

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