Biography-center - Letter S www.whonamedit.com/doctor.cfm/725.html. Schumacher, michael. www.grandprix.com/gpe/drvschmic.html .uk/~history/Mathematicians/Stieltjes. html. stifel, michael. www-history.mcs.st-and.ac http://www.biography-center.com/s.html
Extractions: random biography ! Any language Arabic Bulgarian Catalan Chinese (Simplified) Chinese (Traditional) Croatian Czech Danish Dutch English Estonian Finnish French German Greek Hebrew Hungarian Icelandic Indonesian Italian Japanese Korean Latvian Lithuanian Norwegian Polish Portuguese Romanian Russian Serbian Slovak Slovenian Spanish Swedish Turkish 993 biographies Sa, Zitkala
Sources In The History Of Algebra IMAGE. stifel, michael (1544), Arithmetica Integra. Johann Petreius, Nürnberg. IacobvmBathen, Leuven. stifel, michael (1545), Deutsche arithmetica. Inhaltend. http://logica.ugent.be/albrecht/math.php
Extractions: If you find errors or additions, please send me a mail Brahmagupta, (628) Bráhma-sphuta-siddhânta Alcuin, (800) Propositiones alcuini doctoris caroli magni imperatoris ad acuendos juvenes CONSPECTUS Mahâvirâ, (850) Ganita-sâra-samgraha Kitab al-Jabr wal-Muqabala Alkarkhî, Aboû Beqr Mohammed (1010) Kitâb al-Fakhr . Supp. Arabe de la Bibliothèque Impériale, MS 952, Paris. Bhaskara II, (1150) Bijaganita . Edinburgh Univ. Library, Or MS. 500. Bhaskara II, (1150) Lilavati . Edinburgh Univ. Library, Or MS. 499. von Stade, Abbot Albert (1240) Annales Stadenses ben Ezra, Abraham (1325)
Freilich Mineral Auction List Freilich Scientific Library Lot 507. stifel, michael. Sold for 20 300 USD (Estimated sale price 12 000 USD Scientific Library Lot 508. stifel, michael. Sold for 7 200 USD (Estimated http://www.xlizd.com/Freilich library auction list.htm
Michael Stifel des notations dans un traité d arithmétique intitulé http://www.sciences-en-ligne.com/momo/chronomath/chrono1/Stifel.html
Extractions: STIFEL Michael, allemand, 1486-1567 Algébriste, il contribua à l'amélioration des notations dans un traité d'arithmétique intitulé Arithmetica Integra nombres irrationnels La périodicité d'un développement décimal caractérise un nombre rationnel, c'est à dire de la forme x = a/b avec a et b entiers, b non nul : suite géométrique x est donc rationnel. Exemple : quel est en fait le nombre ... ? il s'agit de 21021/9999 = La notation , de Rudolff d'absurdes numeri absurdi) Triangle de Stifel : C'est en fait le triangle arithmétique fournissant les coefficients du binôme (a + b) n de Pascal : Triangle de Pascal : Copernic Nonius
Auswahl Mathematiker Michael Stifel Translate this page michael stifel. Hauptseite/Main Page. Deutsch. English. Lutherstadt Wittenberg,michael stifel. Lutherstadt Wittenberg, michael stifel. http://www.niester.de/p_mathe/stifel/stifel.html
Index A - Z English Stein, Edith, Victim of the Holocaust, History Modern Era. Steinbeck, John, Poet.stifel, michael, Mathematician. Stirling Engine, Technics. Stonehenge, Prehistory. http://www.niester.de/stichwort/stichwort_e/english_s.html
Extractions: English Hauptseite/Main Page Links SA, Sturmabteilung History Modern Era, Germany Saarland Geography, German State Saavedra, Alvaro de S. Ceron Navigator Sabinus Roman Emperor, Usurper Sachsen Geography, German State Sachsen-Anhalt Geography, German State Sachsenhausen Concentrcion Camp, Holcaust Sacred Roman Empire Medieval History Sacred Roman Empire, Emperors Medieval History Saddam Hussein Politician Sagojewatha Indian Chief, Modern Era, USA Salem Witch Trials History Modern Era, USA Saloninus Roman Emperor Salts Chemistry Santori, Giulio Antonio Cardinal and Grand Inquisitor Sarajewo, Assassination History Modern Era, World War I Saturn, the Planet Astronomy Saturninus Roman Emperor, Usurper Saurs Biology Savonarola, Girolamo Medieval Person Saxony Geography, German State Saxony-Anhalt Geography, German State Scaevola Ancient Roman Person Scandinavia Geography Scanning Tunneling Microscope Physics Schacht, Hjalmar Nazi Leader, History Modern Era, Germany Scheel, Walter German President Scheidemann, Philipp Politician Schiller, Friedrich von Poet Schindler, Oskar
Michael Stifel Translate this page michael stifel. Geb.1487 ? Esslingen (Würtemberg), gest.19.4.1567Nach 10jährigem Aufenthalt in Augustinerkloster von Esslingen http://www.ksk.ch/mathematik/mathonline/biographien/renaissance/stifel.htm
MICHAEL STIFEL (1487-1567) Translate this page michael stifel (1487-1567). stifel, michael, Arithmetica integra, appendix librisecundi, de quadratura circuli, Nuremberg, Jean Pétri, 1544, f. 225v. http://perso.wanadoo.fr/jm.nicolle/cusa/posterite/stifel.html
Extractions: MICHAEL STIFEL (1487-1567) Michael Stifel, partisan de Luther, prédicateur itinérant, s'est d'abord intéressé aux mathématiques pour des raisons mystiques, par exemple pour calculer l'heure exacte de la fin du monde. Puis, après les remontrances de son maître, il a étudié les mathématiques pures et a lu notamment les oeuvres de N. de Cues dont il est cependant difficile d'évaluer l'influence. Son principal apport aux mathématiques sera une simplification de la notation algébrique.
MICHAEL STIFEL Translate this page michael stifel. Der Theologe und Mathematiker michael stifel (Styfel)zählt zu den schillerndsten Figuren der Reformationszeit. http://page.mi.fu-berlin.de/~froetsch/manosem/Helle/Stifel.html
Extractions: Arithmetica integra Elemente Wurzelzeichen Neben der Arithmetica integra (1532), die Deutsche Arithmetic (1545) und das Rechenbuch von der Welschen und Deutschen Praktik Christoff Rudolff heraus. Michael Stifel war vielleicht der hervorragendste Vertreter des Coss . Er lieferte mit seinem Werk eine durch neue Erkenntnisse bereicherte Zusammenfassung der Algebra. Eine echte wissenschaftliche Anerkennung blieb ihm jedoch zu Lebzeiten versagt. F. Cajori: A History of Mathematical Notations, vol. 1, La Salle (Illinois) 1928. D. E. Smith: History of Mathematics, vol. 1, New York 1958 (1951, 1953. Republication).
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Mathematicians In Richard S. Westfall's Archive Schooten, Frans van; Sluze, René de; Snell, Willebrord; Stampioen,Jan; Stevin, Simon; stifel, michael; Tacquet, Andrea; Tartaglia, Niccolo http://intranet.woodvillehs.sa.edu.au/pages/resources/maths/History/Wstfllls.htm
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Www.batmath.it Di Maddalena Falanga E Luciano Battaia Translate this page Questo risultato, noto come Formula di stifel (michael stifel, 1487-1567,Arithmetica Integra), si poteva trarre anche per calcolo diretto . http://www.batmath.it/matematica/a_combin/binomio_proprieta.htm
Extractions: Home page Calcolo combinatorio Esercizi risolti Esercizi proposti I numeri godono di alcune interessanti proprietà che qui vogliamo provare, anche come esempio di calcoli tipici con questi coefficienti. . Si tratta di una proprietà che discende immediatamente dalla formula del binomio di Newton. Infatti il primo membro rappresenta il coefficiente di a k b n-k , ovvero il numero di volte che si deve scegliere a tra gli n fattori del prodotto; è naturale che questo stesso numero deve essere uguale al numero di volte che si deve scegliere b tra gli stessi fattori, che è il secondo membro. Si può comunque anche fare una dimostrazione diretta. Si ha infatti: . Basta applicare la formula del binomio di Newton con a=b= 1. Questa formula ha un importante applicazione. Dato infatti un insieme E di n n è dunque il numero dei sottoinsiemi di un un insieme con n elementi. Si veda cliccando qui una dimostrazione alternativa, basata sulle disposizioni, dello stesso fatto. . Anche qui basta applicare la formula del binomio di Newton con a =1 e b Considerato un insieme E di n elementi, fissiamo un suo elemento, diciamolo
Extractions: ENCYCLOPEDIA U com Lists of articles by category ... SEARCH : See list of mathematical topics for the purpose and extend of this list. A-C D-F G-I J-L ... P-R - S-U - V-Z Saccheri Saccheri, Giovanni Gerolamo Sadleirian Chair Sainte-Laguë method Salamin-Brent algorithm Saradha, K Sarkovskii's theorem Satge, Philippe Satisfiability Saunderson, Nicolas Sawtooth wave Scalar ... Schneier, Bruce Schnirelmann Schnirelmann, L. G Schnirelmann density Schooten, Frans van Schrödinger, Erwin Schrödinger equation ... Sellmeier equation Selten Selten, Reinhart Semantic network Semi-continuous Semidirect product Semigroup ... Semiprime Semiring Senary Sensitivity Separability Separable ... SHA-1 Shanks, Daniel Shannon, Claude E Shannon capacity Shannon-Fano coding Shannon-Hartley law ... Skew-symmetric matrix Skolem normal form Skolem, Thoralf Slide rule Sliding puzzle Slightly defective number Sloane Sloane, Neil Slope Smale Smale, Stephen Small-angle formula ... Sokhotski, Yulian Vasilievich Soldner's constant Solid Solid angle Soliton Soliton (topological) Solomon, Gustave
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Extractions: www.Chrysalis-Foundation.org WESTERN TUNING THEORY AND PRACTICE Part VI: Just Intonation For background information on the Greek prefix epi -, on Equations 3.37 A and 3.38 A , and on the arithmetic and harmonic divisions of musical intervals, see Origins of Length Ratios. Chapter 10: Section 39 Although Ramis managed to integrate 5-limit ratios into the 12-tone scale, he did not develop a theory of consonance. In 1558, seventy-six years after the publication of Ramis monochord, Gioseffo Zarlino (15171590) published a work entitled Istitutioni harmoniche in which he proposed (1) that the numero Senario (fig. the number Series 1 from the Latin: senarius , lit. composed of six in a group ) constitutes the source of all possible musical consonances, and (2) that the harmonic division of strings expresses the nature of Harmony and produces the consonances which the composers call perfect . (See Section 45, Quote V.) However, at the end of his life, in the
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