List Of Scientists By Field carcavi, pierre de. Cardano, Girolamo. Cardano, Girolamo. Cardano, Girolamo.Cardano, Girolamo. Carlisle, Anthony. Carlisle, Anthony. Carlson, Anton Julius http://www.indiana.edu/~newdsb/c.html
Extractions: Cabanis, Pierre-Jean-Georges Cabanis, Pierre-Jean-Georges Cabanis, Pierre-Jean-Georges Cabeo, Niccolo Cabeo, Niccolo Cabeo, Niccolo Cabrera, Blas Cadet de Gassicourt, Charles- Louis Cadet de Gassicourt, Charles- Louis Cadet, Louis-Claude Cagniard de la Tour, Charles Cailletet, Louis Paul Cailletet, Louis Paul Caius, John Calandrelli, Giuseppe Calandrelli, Ignazio Calandrelli, Ignazio Calcidius Caldani, Leopoldo Marcantonio Caldani, Leopoldo Marcantonio Calkins, Gary Nathan Callan, Nicholas Callandreau, Pierre Jean Octave Callendar, Hugh Longbourne Callendar, Hugh Longbourne Callinicos of Heliopolis Callippus Callippus Calmette, Albert Camerarius, Rudolph Jakob Camerarius, Rudolph Jakob Cameron, Angus Ewan Cameron, Angus Ewan Campanella, Tommaso Campani, Giuseppe Campani, Giuseppe Campanus of Novara Campanus of Novara Campbell, Douglas Houghton Campbell, Ian Campbell, Norman Robert Campbell, Norman Robert Campbell, William Wallace Campbell, William Wallace Camper, Peter Camper, Peter Camper, Peter Canano, Giovan Battista Canano, Giovan Battista Cancrin, Franz Ludwig von
New Dictionary Of Scientific Biography Translate this page carcavi, pierre de Cardano, Girolamo Carnot, Lazare-Nicolas- Marguerite Cartan,Élie Castel, Louis-Bertrand Castelnuovo, Guido Castillon, Johann http://www.indiana.edu/~newdsb/math.html
Full Alphabetical Index Translate this page 61) Cantelli, Francesco (104) Cantor, Georg (3100*) Cantor, Moritz (498*) Caramuely Lobkowitz, (227) Carathéodory, Constantin (267*) carcavi, pierre de (439 http://intranet.woodvillehs.sa.edu.au/pages/resources/maths/History/Flllph.htm
References For Carcavi References for pierre de carcavi. Version for printing Biography in Dictionaryof Scientific Biography (New York 19701990). Articles http://www-groups.dcs.st-andrews.ac.uk/history/References/Carcavi.html
MSN Search More Useful Everyday Web Directory Library Sciences Mathematics Mathematicians carcavi,pierre de. Not satisfied with your results? Help us improve. http://207.68.176.190/browse.aspx?ps=dp=1209521.1242026.1083792.1129410&rn=17224
Christiaan Huygens carcavi, Pascal, pierre Petit, desargues and Sorbière. After meetings wereheld with Roberval, carcavi, Auzout, Frenicle de Bessy, Auzout and Buot http://physics.rug.ac.be/Fysica/Geschiedenis/Mathematicians/Huygens.html
Extractions: Died: 8 July 1695 in The Hague, Netherlands In 1656 Christiaan Huygens patented the first pendulum clock, which greatly increased the accuracy of time measurement. Christiaan Huygens came from an important Dutch family. His father Constantin Huygens had studied natural philosophy and was a diplomat. It was through him that Christiaan was to gain access to the top scientific circles of the times. In particular Constantin had many contacts in England and corresponded regularly with Mersenne and was a friend of Descartes. Tutored at home by private teachers until he was 16 years old, Christiaan learned geometry, how to make mechanical models and social skills such as playing the lute. His mathematical education was clearly influenced by Descartes who was an occasional visitor at the Huygens' home and took a great interest in the mathematical progress of the young Christiaan. Christiaan Huygens studied law and mathematics at the University of Leiden from 1645 until 1647. Van Schooten tutored him in mathematics while he was in Leiden. From 1647 until 1649 he continued to study law and mathematics but now at the College of Orange at Breda. Here he was fortunate to have another skilled teacher of mathematics, John Pell. Through his father's contact with Mersenne, a correspondence between Huygens and Mersenne began around this time. Mersenne challenged Huygens to solve a number of problems including the shape of the rope supported from its ends. Although he failed at this problem he did solve the related problem of how to hang weights on the rope so that it hung in a parabolic shape.
Fermat -- Page VINET Translate this page En 1632, Fermat rencontre pour la première fois pierre de carcavi, un autreconseiller au parlement de Toulouse avec lequel il se lie damitié et partage http://www.col-camus-soufflenheim.ac-strasbourg.fr/Page.php?IDP=341&IDD=0
The Background Of Pierre De Fermat Frequently Fermat socialized with carcavi, Mersenne, Blaise Pascal,Wallis, pierre de Fermat died in Castres, France (somewhere near Toulouse) on the http://mathsforeurope.digibel.be/pierredefermat.html
Extractions: By Griet Christiaens The Prince of Amateurs of Mathematics The Background of Pierre de Fermat Fermat was baptized on August 20, 1601 (this is accepted as his date of birth in both mathematical and historical communities) in the town of Beaumont-de-Lomagne, France, near Montauban. He was born into a Catholic family as one of four children; three boys and one girl. His father was a prosperous leather merchant and the second consul of his hometown, and his mother, a parliamentary noblesse de la robe. It is easy to see that they were well-to-do. His uncle, who was his godfather, was also a merchant. Frequently Fermat socialized with Carcavi, Mersenne, Blaise Pascal,Wallis, Digby and many other great discoverers of his time. He communicated with all the great mathematicians in Europe, posing and solving problems, disseminating ideas of various math subjects and inventing new mathematics such as probability theory . His Unique Integral Solution Maxima and Minima and Tangents to Curved Lines. Decartes and Fermat, indepent from each other, invented
Philosophers : Pierre De Fermat pierre Fermat s father was a wealthy leather merchant and second consul of moved to Toulouse but there he gained a new mathematical friend in carcavi. http://www.trincoll.edu/depts/phil/philo/phils/fermat.html
Extractions: Pierre Fermat's father was a wealthy leather merchant and second consul of Beaumont- de- Lomagne. He was probably educated in his early years at the local Franciscan monastery. He attended the University of Toulouse before moving to Bordeau in the second half of the 1620s. In Bordeau he began his first serious mathematical researches and in 1629 he had completed his restoration of Apollonius's "Plane Loci." In Bordeau he was in contact with Beaugrand and produced important work on maxima and minima. From Bordeau Fermat went to Orléans where he studied law at the University. He received a degree in civil law and he purchased the offices of councillor at the parliament in Toulouse. Fermat's meteoric rise through the government is evidenced by his multiple appointments between 1631 and 1653. News of his death due to the plague of the 1650s was exaggerated: I informed you earlier of the death of Fermat. He is alive, and we no longer fear for his health, even though we had counted him among the dead a short time ago. The following report, made to Colbert the leading figure in France at the time, has a ring of truth:-
Pierre De Fermat In 1631 pierre Fermat received a degree in civil law and also became a and had a few friends that he met through his hobby like Beaugrand and carcavi. http://www.edu.pe.ca/rural/grassroots/grassroots_2004/math521A3/Fermat.htm
Extractions: Pierre de Fermat Piere de Fermat was a son of a wealthy French leather merchant. He was born in Lomangne in 1601 and he had one brother and two sisters. His education was never really known. It is assumed he either went to a local monastery or was home schooled. It is known that he attended the University of Toulouse and later moved to Bordeaux. Bordeaux was the first place where Fermat practices mathematics but he went on to study law at the university of Orleans. In 1631 Pierre Fermat received a degree in civil law and also became a government official. Because of his new title he was entitled to change his name to Pierre de Fermat. Pierre spent the remainder of his life in Toulouse, his career in law would continue to grow and by 1652 at the age of 51, he was promoted to the highest level of the criminal court. None the less, Fermat never gave up on his interest in mathematics and had a few friends that he met through his hobby like Beaugrand and Carcavi. Fermat was an amateur mathematician; he never wrote any books or published any of his discoveries. He was more interested in sharing his information with others and learning instead of teaching. One of his most remembered pieces of work was written in the margin of the book Arithmetica written by Diophantus. The theory became known as Fermats last theorem. The theorem states
Planar Curves - Numericana René descartes (15971650), Claude Hardy (1598-1678), pierre de carcavi pierre Bézier (1910-1999) served as an engineer for the French car http://home.att.net/~numericana/answer/curve.htm
Extractions: Entrance of Plato's Academy in Athens, founded 387 BC Confocal Conics : Ellipses and hyperbolae sharing the same pair of foci Spiral of Archimedes : Paper on a roll, or groove on a vinyl record. Witch of Agnesi . How the versiera (Agnesi's cubic) got a weird name. Folium of Descartes Lemniscate of Bernoulli : The shape of the infinity symbol is a quartic curve. Along a Cassini oval , the product of the distances to the two foci is constant. : The cardioid (unit epicycloid) is a special case. On a Cartesian oval , the weighted average distance to two poles is constant. are algebraic splines. The cubic type is the most popular. Piecewise circular curves : The traditional way to specify curved forms. Intrinsic equation [curvature as a function of arc length] may include spikes The quadratrix (or trisectrix ) of Hippias can square the circle and trisect angles. The parabola is a curve that's constructible with straightedge and compass.
MSN Search -- More Useful Everyday Web Directory Library Sciences General Science Famous Scientists Mathematicians carcavi, pierre de. Not satisfied with your results? http://207.68.185.58/browse.aspx?ps=dp=1209521.106893.208540.1083792.1129410.0&r
Pierre Fermat:el Hombre Que Planteó El Problemas Mas Dificil Del Mundo Translate this page FERMAT pierre de (1601-1665). Matemático francés nacido el 17 de agosto de 1601 Fermat envió muchos de sus trabajos a carcavi después que éste se mudó a http://www.portalplanetasedna.com.ar/fermat.htm
Extractions: EL PROBLEMA MAS DIFICIL DEL MUNDO FERMAT Pierre de (1601-1665) Matemático francés nacido el 17 de agosto de 1601 en Beaumont de Lomagne. Su padre, que era comerciante de cuero, lo envío a estudiar derecho a Toulouse , donde el 14 de mayo de 1631 se instala como abogado. Ese mismo año se casa con Louise de Long, prima de su madre, que le dió tres hijos, uno de ellos, Clément Samuel, que llegó a ser el albacea científico de su padre, y dos hermanas que fueron monjas. En 1632 conoce a Carcavi siendo ambos consejeros del Parlamento en Toulouse y se hicieron amigos. Fermat envió muchos de sus trabajos a Carcavi después que éste se mudó a París como bibliotecario real en 1636. En 1650 Fermat envió a Carcavi un tratado titulado: Novus secundarum et ulterioris radicum in analyticis usus. Este trabajo contiene el primer método conocido de eliminación y Fermat quería publicarlo. Se les pidió a Pascal y a Carcavi que buscaran un editor para el trabajo. Carcavi se acercó a Huygens, tratando de publicar no sólo este trabajo sino también otros trabajos que Fermat le había enviado. Ni Carcavi ni Pascal tuvieron éxito y los trabajos de Fermat nunca se publicaron. La amistad de Carcavi con Fermat duró por muchos años. En 1648 asciende a la Conserjería Real en el Parlamento local de Toulouse, cargo que desempeñó con dignidad y gran talento durante 17 años; durante 34 años dedicó su vida al servicio del Estado. Finalmente, murió en Castres, Francia, el 12 de enero de 1665, a los 65 años.
Chistiaan Huygens Y Reloj A Pendulo Translate this page incluyendo a Roberval, carcavi, Pascal, pierre Petit, desargues y Sorbiere . después de reuniones con Roberval, carcavi, Auzout, Frenicie de Bessy, http://www.portalplanetasedna.com.ar/huygens.htm
Extractions: CHRISTIAAN HUYGEN S HUYGENS Christian (1629-1695) Nació el 14 de abril de 1629 en The Hague, Holanda, murió el 8 de julio de 1695 en La misma localidad. Christiaan proViene de una importante familia holandesa. Su padre, Constantin Huygens, estudió filosofía natural y fue diplomático. Fue a través de él que Christiaan accedió a los círculos científicos más importantes de La época. Constantin tenía muchos contactos en Inglaterra, mantenía correspondencia regular con Mersenne y era amigo de Descartes. Hasta los 16 años estudió Geometría en su casa con tutores, y a tocar el laúd. Su educación matemática estuvo influida por Descartes que visitaba ocasionalmente a los Huygens y se preocupaba por el progreso matemático del joven Christiaan. Entre 1645 y 1647 estudió Derecho y Matemática en la Universidad de Leiden. En este período tuvo como tutor a Van Schooten. Entre 1647 y 1649 continuó sus estudios de Derecho y Matemática en el College of Orange en Breda. Allí tuvo como profesor a otro hábil matemático, John Pell.
Pierre De Fermat The French mathematician pierre de Fermat(16011665) was possibly the most He did however write a letter to his friend and mathematician, carcavi. http://www.math.rutgers.edu/~cherlin/History/Papers1999/chellani.html
Extractions: The French mathematician Pierre de Fermat(1601-1665) was possibly the most productive mathematician of his era, making many contributions, some of which were to calculus, number theory, and the law of refraction. We will survey those contributions here, paying particular attention to his work in number theory. While relatively little is known of Fermat's early education, it is known that he was of Basque origin and received his primary and secondary education at the monastery of Grandsl ve, run by the Cordeliers (Franciscans), in Beaumont-de-Lomagne. For his advanced studies he first attended the University of Toulouse before moving to Bordeaux in the second half of the 1620's. In Bordeaux (1629) Fermat began his first serious mathematical researches, where he gave a copy of his restoration of Appollonius's Plane Loci to one of the mathematicians there. In Bordeaux he contacted Beaugrand and during this time he produced work on maxima and minima. He gave his work to Etienne de'Espagnet, who shared mathematical interests with Fermat.
Welcome To Reflector! Reach web staff. Write to the editor. Set my homepage. About us. News, Web DirectoryResults Sciences Mathematics - Mathematicians - carcavi, pierre de. http://www.reflector.com/news/cgi/cim/cgi-bin/looksmart/looksmart/epgv176954/eus
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Welcome To Reflector! Staff directory. Reach web staff. Write to the editor. Set my homepage. About us.News, Web Directory Results Mathematics Mathematicians - carcavi, pierre de http://www.reflector.com/news/cgi/cim/cgi-bin/looksmart/looksmart/epgv176954/eus
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Against The Gods In 1654, Pascal turned to pierre de carcavi, a member of Abbé Mersenne s group,who put him in touch with pierre de Fermat, a lawyer in Toulouse. http://www.businessweek.com/chapter/chap4.htm
Extractions: PREMIUM CONTENT MBA Insider ONLINE FEATURES Columnists Book Reviews BW Video Interactive Gallery ... Past Covers BLOGS Blogspotting Brand New Day Deal Flow Economics Unbound ... Stock Screeners SCOREBOARDS Mutual Funds Info Tech 100 B-SCHOOLS MBA Profiles ... Who's Hiring Grads BW EXTRAS BW Digital Dashboard Widgets Handheld Edition RSS Feeds Podcasts Reprints/Permissions Conferences Investor Workshops Research Services AGAINST THE GODS: THE REMARKABLE STORY OF RISK CHAPTER 4 The French Connection Neither Cardano nor Galileo realized that they were on the verge of articulating the most powerful tool of risk management ever to be invented: the laws of probability. Cardano had proceeded from a series of experiments to some important generalizations, but he was interested only in developing a theory of gambling, not a theory of probability. Galileo was not even interested in developing a theory of gambling. The story of the three Frenchmen begins with an unlikely trio who saw beyond the gaming tables and fashioned the systematic and theoretical foundations for measuring probability. The first, Blaise Pascal, was a brilliant young dissolute who subsequently became a religious zealot and ended up rejecting the use of reason. The second, Pierre de Fermat, was a successful lawyer for whom mathematics was a sideline. The third member of the group was a nobleman, the Chevalier de Méré, who combined his taste for mathematics with an irresistible urge to play games of chance; his fame rests simply on his having posed the question that set the other two on the road to discovery.
