1. Biografia De Vandermonde, Alexandre Reportajes. Los protagonistas de la actualidad. Vandermonde, Alexandre (Par s, 1735 id., 1796) Matem tico franc s. http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

2. Alexandre-Th Ophile Vandermonde AlexandreTh ophile vandermonde alexandre-Th ophile Vandermonde (28 February 1735 -1 January 1796) was a French musician and chemist who worked http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

3. Vandermonde, Alexandre-Th Ophile Vandermonde, AlexandreTh ophile (1735-1796) http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

4. NodeWorks - Encyclopedia Alexandre-Th Ophile Vandermonde AlexandreTh ophile Vandermonde http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

5. Alexandre-Théophile Vandermonde - Wikipedia, The Free Encyclopedia AlexandreThéophile Vandermonde The Vandermonde determinant does not make anexplicit appearance. A special class of matrices, the Vandermonde matrices http://en.wikipedia.org/wiki/Alexandre-Théophile_Vandermonde

Wikimedia needs your help in the final days of its fund drive. See our fundraising page The Red Cross and other charities also need your help. Alexandre-Th©ophile Vandermonde From Wikipedia, the free encyclopedia. Alexandre-Th©ophile Vandermonde 28 February 1 January ) was a French musician and chemist who worked with Bezout and Lavoisier ; his name is now principally associated with determinant theory in mathematics . He was born in Paris , and died there. He was a violinist, and became engaged with mathematics only around 1770. In M©moire sur la r©solution des ©quations (1771) he reported on symmetric functions and solution of cyclotomic polynomials ; this paper anticipated later Galois theory . In Remarques sur des probl¨mes de situation (1771) he studied knight's tours M©moire sur des irrationnelles de diff©rens ordres avec une application au cercle (1772) was on combinatorics , and M©moire sur l'©limination (1772) on the foundations of determinant theory. These papers were presented to the Acad©mie des Sciences , and constitute all his published mathematical work. The Vandermonde determinant does not make an explicit appearance.

6. Alexandre-Th?ophile Vandermonde AlexandreTh?ophile Vandermonde http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

7. - - ` -. . ` -Jonilson Vianei Alexandre Alexandre Th ophile vandermonde alexandre Th ophile Vandermonde nasceu no dia 28 de fevereiro de 1735 em Paris, Fran a, e morreu no dia 1 http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

8. Alexandre-Th Ophile Vandermonde - Wikipedia AlexandreTh ophile Vandermonde http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

9. Alexandre-Th Ophile Vandermonde - Wikip Dia, L'encyclop Die Libre AlexandreTh ophile Vandermonde http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

10. ENGLISH ENCYCLOPAEDIA - Alexandre-Th Ophile Vandermonde AlexandreTh ophile vandermonde alexandre-Th ophile Vandermonde (28 February 1735 -1 January 1796) was a French musician and chemist who worked http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

11. AlexandreTh Ophile Vandermonde - Definition Up Erdmond.Com AlexandreTh ophile Vandermonde (28_February 1735 -1_January 1796) was a French musician and chemist who worked with Bezout and Lavoisier; http://tmsyn.wc.ask.com/r?t=an&s=hb&uid=24312681243126812&sid=343126

12. CompList Authors of the transcribed texts found 3. vandermonde alexandre Théophile, 3.Vaucanson Jacques de, 4. Vicq D Azyr Félix, 1. 3 record, Page, 1. Back. http://moro.imss.fi.it/lavoisier/Lavoisier_digitallibrary_catalogueGb.asp?inizia

13. Alexandre-Théophile Vandermonde - Wikipédia Translate this page Alexandre-Théophile Vandermonde (parfois appelé Alexis-Théophile) est unmathématicien français né et mort à Paris (28 février 1735-1er janvier 1796) http://fr.wikipedia.org/wiki/Alexandre-Théophile_Vandermonde

Wikim©dia a besoin de votre aide Alexandre-Th©ophile Vandermonde Un article de Wikip©dia, l'encyclop©die libre. Cet article est une ©bauche   compl©ter concernant les math©matiques , vous pouvez partager vos connaissances en le modifiant Alexandre-Th©ophile Vandermonde (parfois appel© Alexis-Th©ophile) est un math©maticien fran§ais n© et mort   Paris 28 f©vrier er janvier Il fut aussi musicien et chimiste , travaillant notamment avec B©zout et Lavoisier . Son nom est maintenant surtout associ©   un d©terminant Il a commenc©   faire des math©matiques en . Son M©moire sur la r©solution des ©quations (1771), porte sur les fonctions sym©triques et la solution des polyn´mes cyclotomiques th©orie de Galois . Dans les Remarques sur des probl¨mes de situation (1771), il ©tudie les parcours de cavalier. Le M©moire sur des irrationnelles de diff©rens ordres avec une application au cercle (1772) porte sur la combinatoire , et le M©moire sur l'©limination (1772) sur les fondations de la th©orie des d©terminants. Ces papiers, pr©sent©s   l' Acad©mie des Sciences constituent toute son œuvre math©matique. Le

14. Alexandre-thophile Vandermonde - Article And Reference From OnPedia.com AlexandreThophile Vandermonde (28 February 1735 -1 January 1796) was a Frenchmusician and chemist w http://www.onpedia.com/encyclopedia/alexandre-thophile-vandermonde

Alexandre-thophile Vandermonde Alexandre-Thophile Vandermonde 28 February 1 January ) was a French musician and chemist who worked with Bezout and Lavoisier ; his name is now principally associated with determinant theory in mathematics . He was born in Paris , and died there. He was a violinist, and became engaged with mathematics only around 1770. In Mmoire sur la rsolution des quations (1771) he reported on symmetric functions and solution of cyclotomic polynomials ; this paper anticipated later Galois theory . In Remarques sur des problmes de situation (1771) he studied knight's tours Mmoire sur des irrationnelles de diffrens ordres avec une application au cercle (1772) was on combinatorics , and Mmoire sur l'limination (1772) on the foundations of determinant theory. These papers were presented to the Acadmie des Sciences , and constitute all his published mathematical work. The Vandermonde determinant does not make an explicit appearance. A special class of matrices , the Vandermonde matrices are named after him, as is an elementary fact of combinatorics, Vandermonde's identity . Vandermonde, Alexandre-Thophile Vandermonde, Alexandre-Thophile Vandermonde, Alexandre-Thophile

15. Chapitre 1 : Déterminants - 5 : Compléments Translate this page 5.3 Les mathématiciens du chapitre. vandermonde alexandre 1735-1796 Mathématicienfrançais, il est le premier à étudier les déterminants pour eux-mêmes. http://c.caignaert.free.fr/chapitre1/node5.html

Sous-sections 5.2 Avec Maple Remarque : Le nombre de colonnes de et lignes de et Le nombre de colonnes de et lignes de et 5.2 Avec Maple linalg Ensuite, c'est simplement l'instruction det inverse une matrice inversible. transpose une matrice, et On rappelle vector et matrix Enfin, l'instruction evalm Vandermonde Alexandre 1735-1796 Laplace Pierre 1749-1827

16. Vandermonde, Alexandre-Théophile vandermonde, alexandreThéophile (1735-1796). alexandre-Theophile vandermonde sfather was a medical doctor who was originally from Landrices but had spent http://www.cartage.org.lb/en/themes/Biographies/MainBiographies/V/Vandermonde/1.

Alexandre-Theophile Vandermonde's father was a medical doctor who was originally from Landrices but had spent 12 years in the Orient. He had set up a medical practice in Paris and was working there as a doctor when his son Alexandre-Théophile was born. He did not encourage his son to follow a medical profession but rather encouraged him to take up a career in music. Certainly he was not interested in mathematics when he was young. Alexandre-Théophile was awarded his bachelier on 7 September 1755 and his licencie on 7 September 1757. femme de Monge. In 1778 Vandermonde presented the first of a two part work on the theory of music to the Académie des Sciences. The second part was presented two years later. This work Système d'harmonie applicable à l'état actuel de la musique did not propose a mathematical theory of music as one might have expected from someone who was an expert in both fields. On the contrary the aim of the work was to put forward the idea that musicians should ignore all theory of music and rely solely on their trained ears when judging music. As one might expect this proved a controversial work with musicians being sharply divided as to whether they agreed with Vandermonde or not. Despite the opposition of many musicians at first, the ideas put forward by Vandermonde gained favour over the years and by the beginning of the nineteenth century the Académie des Sciences had moved music from the mathematical area to the arts area. It is worth repeating that it is strange that a mathematician of the highest rank should have argued against music as a mathematical art, a position it had held since the days of ancient Greece.

17. Vandermonde Biography of alexandreTheophile vandermonde (1735-1796) alexandre-Theophilevandermonde s father was a medical doctor who was originally from Landrices http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Vandermonde.html

Born: 28 Feb 1735 in Paris, France Died: 1 Jan 1796 in Paris, France Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index Version for printing Alexandre-Theophile Vandermonde His first love was music and his instrument was the violin. He pursued a music career and he only turned to mathematics when he was 35 years old. It was Fontaine des Bertins whose enthusiasm for mathematics rubbed off on Vandermonde. Perhaps surprisingly he was elected to the in 1771 with little evidence of his mathematical genius other than his first paper which, although he was not a member at the time, was read to the Academy in November 1770. However, he did make quite a remarkable contribution to mathematics in this paper and three further papers which he presented to the Academy between 1771 and 1772. These four papers represent his total mathematical output and we will discuss their content below together with the views of a number of historians of mathematics on his contribution. Vandermonde's election to the did motivate him to work hard for the Academy and to publish other works on science and music. In 1777 he published the results of experiments he had carried out with

18. References For Vandermonde References for the biography of alexandreTheophile vandermonde. References foralexandre-Theophile vandermonde. Version for printing http://www-groups.dcs.st-and.ac.uk/~history/References/Vandermonde.html

References for Alexandre-Theophile Vandermonde Version for printing Biography in Dictionary of Scientific Biography (New York 1970-1990). Articles: Thales, recueil des travaux de l'Institut d'histoire des sciences IV Enseignement Math. T Muir, History of determinants Volume 3 (1920). J H Przytycki, History of the knot theory from Vandermonde to Jones, in XXIVth National Congress of the Mexican Mathematical Society J J Tattersall, Who put the 'C' in A-T Vandermonde?, Historia Math. J J Tattersall, Vandermonde's contributions to the early history of combinatorial theory, Eleventh British Combinatorial Conference, Ars Combin. (1988), C, 195-203. Main index Birthplace Maps Biographies Index History Topics ... Anniversaries for the year JOC/EFR March 2001 School of Mathematics and Statistics University of St Andrews, Scotland The URL of this page is: http://www-history.mcs.st-andrews.ac.uk/References/Vandermonde.html

19. Vandermonde Matrix - Wikipedia, The Free Encyclopedia In linear algebra, a vandermonde matrix, named after alexandreThéophile vandermonde,is a matrix with a geometric progression in each row, ie; http://en.wikipedia.org/wiki/Vandermonde_determinant

Wikimedia needs your help in the final days of its fund drive. See our fundraising page The Red Cross and other charities also need your help. Vandermonde matrix From Wikipedia, the free encyclopedia. (Redirected from Vandermonde determinant In linear algebra , a Vandermonde matrix , named after Alexandre-Th©ophile Vandermonde , is a matrix with a geometric progression in each row, i.e; or for all indices i and j . (Some authors use the transpose of the above matrix.) The determinant of an n n Vandermonde matrix can be expressed as: The above determinant is sometimes called the discriminant , although many authors, including Wikipedia, refer to the discriminant as the square of this determinant. Using the Leibniz formula for the determinant , we can rewrite this formula as where S n denotes the set of permutations n signature of the permutation σ. If m n , then the matrix V has maximum rank m ) if and only if all α i are distinct. When two or more α i are equal, the corresponding polynomial interpolation problem is ill-posed . In that case one may use a generalization called confluent Vandermonde matrices , which makes the matrix positive definite while retaining most properties. If α

20. Roger Gaskell Rare Books §vandermonde, alexandreThéophile (1735–1796), BERTHOLLET and MONGE. Avis auxouvriers en fer, sur la fabrication de l’acier, publié par ordre du Comité de http://www.rogergaskell.com/catdocs/14725.htm

images VANDERMONDE, Alexandre-Théophile (1735–1796), BERTHOLLET and MONGE. Avis aux ouvriers en fer, sur la fabrication de l’acier , publié par ordre du Comité de Salut Public. Paris de l’Imprimerie du Départment de la Guerre [no date on title] Collation: 4to, pp. 34. Plates: 5 engraved plates, the last signed ‘Sellier, sc.’. Condition 252 x 205mm. Binding: Stab-stitched in the original plain wrappers, new paper clumsily glued over spine but original stitching apparently still intact. Provenance: W. A. Smeaton (1925–2001), no ownership marks. References: Taton 31 (wrongly calling this an offprint); Martin and Walter 33136. Price: First separate edition. The text was also printed in the Journal de Physique 43 (1793) 373–386. The journal appearance is a different setting and does not include the plates with their explanatory text. ¶ This important memoir, superceding the work of Réamur and Bergman, analyses the compostion and properties of cast iron, steel and wrought iron. The authors identifty cast iron as a compound of iron, oxygen and carbon; steel as iron and carbon; and wrought iron as, theoretically, pure iron. They then demonstrate how their new results would enable technicians to perfect their art. Literature: René Taton

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