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2. Lefalophodon Vito Volterra Vito Volterra (18601940) Career ? Studied under ? Students ? Colleagues ? Key publications ? Lefalophodon Home - Timeline - Bibliography - Related Sites - Comments Suggestions. http://www.nceas.ucsb.edu/~alroy/lefa/Volterra.html

Vito Volterra (1860-1940) Career: Studied under: Students: Colleagues: Key publications: Lefalophodon Home Timeline Bibliography Related Sites

3. Volterra Vito Volterra. Born Vito Volterra s interest in mathematics startedat the age of 11 when he began to study Legendre s Geometry. At http://www-gap.dcs.st-and.ac.uk/~history/Mathematicians/Volterra.html

Vito Volterra Born: 3 May 1860 in Ancona, Papal States (now Italy) Died: 11 Oct 1940 in Rome, Italy Click the picture above to see six larger pictures Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index Vito Volterra 's interest in mathematics started at the age of 11 when he began to study Legendre 's Geometry. At the age of 13 he began to study the Three Body Problem and made some progress by partitioning the time into small intervals over which he could consider the force constant. His family were extremely poor (his father had died when Vito was two years old) but after attending lectures at Florence he was able to proceed to Pisa in 1878. At Pisa he studied under Betti , graduating Doctor of Physics in 1882. His thesis on hydrodynamics included some results of Stokes , discovered later but independently by Volterra. He became Professor of Mechanics at Pisa in 1883 and, after Betti 's death, he occupied the Chair of Mathematical Physics. After being appointed to the Chair of Mechanics at Turin he was appointed to the Chair of Mathematical Physics at Rome in 1900. Volterra conceived the idea of a theory of functions which depend on a continuous set of values of another function in 1883.

4. WIEM: Volterra Vito volterra vito (18601940), matematyk wloski; Profesor uniwersytetów w Pizie(1883-1893), Turynie (1893-1900) i Rzymie (1900-1932), czlonek Royal http://wiem.onet.pl/wiem/000f0c.html

WIEM 2004 - zobacz now± edycjê encyklopedii! Kup abonament i encyklopediê na CD-ROM, sprawd¼ ofertê cenow±! Oferta specjalna abonamentów dla szkó³ i instytucji! Uwaga! Przedstawione poni¿ej has³o pochodzi z archiwalnej edycji WIEM 2001! Prace redakcyjne nad edycj± 2001 zosta³y zakoñczone. Zapraszamy do korzystania z nowej, codziennie aktualizowanej i wzbogacanej w nowe tre¶ci edycji WIEM 2004 Matematyka, W³ochy Volterra Vito Volterra Vito (1860-1940), matematyk w³oski; Profesor uniwersytetów w Pizie (1883-1893), Turynie (1893-1900) i Rzymie (1900-1932), cz³onek Royal Society w Londynie (od 1910). Autor prac z zakresu teorii równañ ró¿niczkowych i ca³kowych (stworzy³ m.in. teoriê tzw. równañ Volterry ), analizy funkcjonalnej, fizyki matematycznej; Opracowa³ metodê modelowania matematycznego doboru naturalnego i dziedziczenia. WIEM zosta³a opracowana na podstawie Popularnej Encyklopedii Powszechnej Wydawnictwa Fogra zobacz wszystkie serwisy do góry

5. WIEM: Volterra Vito volterra vito (18601940), matematyk woski; Profesor uniwersytetów w Pizie (1883-1893), Turynie (1893-1900) i Rzymie (1900-1932), czonek Royal http://www.encyklopedia.pl/wiem/doc/e7a59e381adf788fc1256502007ad9b5

WIEM 2004 - zobacz now± edycjê encyklopedii! Kup abonament i encyklopediê na CD-ROM, sprawd¼ ofertê cenow±! Oferta specjalna abonamentów dla szkó³ i instytucji! Uwaga! Przedstawione poni¿ej has³o pochodzi z archiwalnej edycji WIEM 2001! Prace redakcyjne nad edycj± 2001 zosta³y zakoñczone. Zapraszamy do korzystania z nowej, codziennie aktualizowanej i wzbogacanej w nowe tre¶ci edycji WIEM 2004 Matematyka, W³ochy Volterra Vito Volterra Vito (1860-1940), matematyk w³oski; Profesor uniwersytetów w Pizie (1883-1893), Turynie (1893-1900) i Rzymie (1900-1932), cz³onek Royal Society w Londynie (od 1910). Autor prac z zakresu teorii równañ ró¿niczkowych i ca³kowych (stworzy³ m.in. teoriê tzw. równañ Volterry ), analizy funkcjonalnej, fizyki matematycznej; Opracowa³ metodê modelowania matematycznego doboru naturalnego i dziedziczenia. WIEM zosta³a opracowana na podstawie Popularnej Encyklopedii Powszechnej Wydawnictwa Fogra zobacz wszystkie serwisy do góry

6. Vito Volterra | Mathe Board Lexikon Translate this page Vito Volterra. Definition, Erklärung, Bedeutung. Vito Volterra. VitoVolterra (geboren 3. Mai 1860 in Ancona, gestorben 11. Oktober http://www.matheboard.de/lexikon/index.php/Vito_Volterra

Startseite Mathe Board Lexikon Mathe Tools ... Partner Das Mathe Board: Kostenlose Nachhilfe in Mathematik von der Grundschule bis zur Hochschule. A B C D ... Z Vito Volterra Definition, Erklärung, Bedeutung Verbessern Mitmachen Vito Volterra Vito Volterra (geboren 3. Mai in Ancona , gestorben 11. Oktober in Rom) war ein italienischer Mathematiker und Physiker. Volterra stammte aus ärmlichen Verhältnissen. Mit 13 Jahren befasste er sich bereits mit dem Dreikörperproblem. Er studierte in Pisa und promovierte dort über Hydrodynamik. wurde er Professor für Mechanik in Pisa, nach dem Tod seines Lehrers Betti erhielt er den Lehrstuhl für mathematische Physik in Pisa, später den Lehrstuhl für Mechanik in Turin. wurde er Lehrstuhlinhaber für Mechanik in Rom. Er war Abgeordneter im Parlament und focht dort gegen die Faschist en. Als er sich weigerte, einen Treueeid auf das faschistische Regime Benito Mussolini s zu leisten, wurde er gezwungen, die Universität zu verlassen. Die letzten Jahre seines Lebens verbrachte er im Ausland, vor allem Spanien und Frankreich. Seine Forschungen befassten sich insbesondere mit der Analysis . Besonders bekannt wurden seine Gesetze zur Populationsdynamik in Räuber-Beute-Beziehung en, die er unabhängig von

7. Vito Volterra - Wikipedia, The Free Encyclopedia Vito Volterra. From Wikipedia, the free encyclopedia. Vito Volterra(May 3, 1860 October 11, 1940) was an Italian mathematician http://en.wikipedia.org/wiki/Vito_Volterra

Vito Volterra Categories Mathematicians From Wikipedia, the free encyclopedia. Vito Volterra May 3 October 11 ) was an Italian mathematician and physicist , best known for his contributions to mathematical biology Born in Ancona , then part of the Papal States , into a very poor famiily, Volterra showed early promise in mathematics before attending the University of Pisa , where he fell under the influence of Enrico Betti , and where he became professor of rational mechanics in . He immediately started work developing his theory of functionals which led to his interest and later contributions in integral and integro-differential equations. His work is summarised in his book Theory of Functionals and of Integral and Integro-Differential Equations In , he became professor of mechanics at the University of Turin and then, in , professor of mathematical physics at the University of Rome . Volterra had grown up during the final stages of the Risorgimento when the Papal States were finally annexed by Italy and, like his mentor Betti, he was an enthusiastic patriot, being elected as a senator of the Kingdom of Italy in . On the outbreak of World War I , already well into his 50s, he joined the Italian Army and worked on the development of airships under Giulio Douhet . He originated the idea of using inert helium rather than flammable hydrogen and made use of his leadership abilities in organising its manufacture.

8. Vito Volterra - Encyclopedia Article About Vito Volterra. Free Access, No Regist encyclopedia article about Vito Volterra. Vito Volterra in Free onlineEnglish dictionary, thesaurus and encyclopedia. Vito Volterra. http://encyclopedia.thefreedictionary.com/Vito Volterra

Dictionaries: General Computing Medical Legal Encyclopedia Vito Volterra Word: Word Starts with Ends with Definition Vito Volterra May 3 May 3 is the 123rd day of the year in the Gregorian calendar (124th in leap years). There are 242 days remaining. Events 1494 - Christopher Columbus discovers Jamaica. 1791 - The May Constitution of Poland (first modern constitution in Europe) is proclaimed by the Polish Diet. 1808 - Finnish War: The fortress of Sveaborg is lost by Sweden to Russia. 1810 - Lord Byron swims the Hellespont. Click the link for more information. Centuries: 18th century - 19th century - 20th century Decades: 1810s 1820s 1830s 1840s 1850s - Years: 1855 1856 1857 1858 1859 - Events April 3 - The Pony Express makes its first run. July 2 - Vladivostok, Russia is founded. July 11 - Mutsuhito becomes Crown Prince of Japan. Click the link for more information. October 11 October 11 is the 284th day of the year (285th in Leap years). There are 81 days remaining. Events 1614 - Adriaen Block and 12 Amsterdam merchants petition the States General for exclusive trading rights in the New Netherland colony. 1776 - American Revolution: Battle of Valcour Island - On Lake Champlain near Valcour Island, a British fleet led by Sir Guy Carleton defeats 15 American gunboats commanded by Brigadier General Benedict Arnold. Although nearly all of Arnold's ships are destroyed, the two day-long battle will give Patriot forces enough time to prepare defenses of New York City.

9. Volterra-Lotka Equations - Encyclopedia Article About Volterra-Lotka Equations. The equations were proposed by Vito volterra vito Volterra (May 3, 1860 October11, 1940) was an Italian mathematician and physicist, best known for his http://encyclopedia.thefreedictionary.com/Volterra-Lotka equations

Dictionaries: General Computing Medical Legal Encyclopedia Volterra-Lotka equations Word: Word Starts with Ends with Definition The Lotka-Volterra equations , also known as the predator-prey equations , are a pair of first order, non-linear A nonlinear system is one that cannot be described by a system of linear equations. The solutions of linear equations can in general be described as a superposition of other solutions of the same equation. This makes linear equations particularly easy to solve and reason about. Nonlinear systems are more complex, and much harder to understand because of their lack of simple superposed solutions. In nonlinear systems the solutions to the equations do not form a vector space and cannot be superposed (added together) to produce new solutions. This makes solving the equations much harder than in linear systems. Click the link for more information. differential equations In mathematics, a differential equation is an equation that describes the relationship between an unknown function and its derivatives. The order of a differential equation describes the most times any function in it has been differentiated. (See differential calculus and integral calculus.) Given that y is a function of x and that y', y

10. Volterra Translate this page volterra vito, italien, 1860-1940. Après des études à Florence,Volterra approfondit ses connaissances à Pise (Pisa, Italie) où http://www.sciences-en-ligne.com/momo/chronomath/chrono2/Volterra.html

VOLTERRA Vito, italien, 1860-1940 Beltrami Duce se rapprocha de l'Allemagne nazie (1936). S'opposant au fascisme, Volterra dut quitter sa chaire en 1931. , 1895-98) et l' analyse fonctionnelle Fredholm Morley Hensel © Serge MEHL

11. Caffe' Europa Translate this page degli Interni “Stamane alle ore 4,30 nella sua abitazione in Via in Lucinan. 17 è deceduto il Senatore volterra vito fu Abramo di razza ebraica”. http://www.caffeeuropa.it/cultura/246volterra.html

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12. Volterra Vito Volterra. Vito Volterra published papers on partial differentialequations, particularly the equation of cylindrical waves. http://intranet.woodvillehs.sa.edu.au/pages/resources/maths/History/Vltrr.htm

Vito Volterra Born: 3 May 1860 in Ancona, Papal States (now Italy) Died: 11 Oct 1940 in Rome, Italy Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Welcome page Vito Volterra published papers on partial differential equations, particularly the equation of cylindrical waves. His most famous work was done on integral equations. Volterra's interest in mathematics started at the age of 11 when he began to study Legendre 's Geometry. At the age of 13 he began to study the Three Body Problem and made some progress by partitioning the time into small intervals over which he could consider the force constant. His family were extremely poor (his father had died when Vito was two years old) but after attending lectures at Florence he was able to proceed to Pisa in 1878. At Pisa he studied under Betti , graduating Doctor of Physics in 1882. His thesis on hydrodynamics included some results of Stokes , discovered later but independently by Volterra. He became Professor of Mechanics at Pisa in 1883 and, after Betti 's death, he occupied the Chair of Mathematical Physics. After being appointed to the Chair of Mechanics at Turin he was appointed to the Chair of Mathematical Physics at Rome in 1900.

13. Börsenspiel Hauptseite Translate this page Vito Volterra. aus Wikipedia, der freien Enzyklopädie. Vito Volterra(geboren 3. Mai 1860 in Ancona, gestorben 11. http://wikipedia.t-st.de/data/Vito_Volterra

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14. Almanacco Della Scienza - CNR Ufficio Stampa Translate this page Questura di Roma comunica la sua scomparsa “Stamane alle ore 4,30 nella sua abitazionein via in Lucina 17 è deceduto il senatore volterra vito fu Abramo http://150.146.47.106/rivistaonline/Articolo.asp?IDrubrica=1&nomeFile=06_1_2004

15. VIRTUAL MUSEUM - The Directors And Politicians - Vito Volterra Vito Volterra He was born in Ancona on 3 rd May 1860, and died inRome on 11 th October 1940. He started his university studies http://www2.polito.it/strutture/cemed/museovirtuale/english/storia/2-02/2-2-01/2

RandomImage("../../../image/storia/ipolito1.gif ../../../image/storia/iarchi1.gif ../../../image/storia/iarchi1.gif ../../../image/storia/iarchi1.gif ../../../image/storia/ipolito1.gif ../../../image/storia/iarchi1.gif ../../../image/storia/iarchi1.gif"); Vito Volterra He was born in Ancona on 3 rd May 1860, and died in Rome on 11 th October 1940. He started his university studies at the faculty mathematic and natural sciences of Florence university. Volterra moved to Pisa University in 1878 where he graduated in Physics in 1882 and in 1883 he became professor of Theoretic Mechanics. In 1892 Volterra moved to the University of Turin and in 1900 he was called by the university of Rome to teach Mathematic Physics up to 1931. He was senator of the Kingdom since 1905, Royal Commissioner of the Politecnico in 1906, and he settled the Italian Society of Physics and the present National Council of Researches. From 1921 to his death he was president of the Bureau International des Poids et Mesures. When the Fascism arrived he took an opposing behaviour since the beginning. As he refused to swear loyalty to the Fascist Government in 1931 he was deprived of his chair and in 1935 he was expelled by all Italian education bodies. The racist laws compelled him to leave his countryhome. He lived long in France and returned to Italy in 1939.

16. Vito Volterra - Information An online Encyclopedia with information and facts Vito Volterra Information,and a wide range of other subjects. Vito Volterra - Information. http://www.book-spot.co.uk/index.php/Vito_Volterra

Vito Volterra - Information Home Mathematical and natural sciences Applied arts and sciences Social sciences and philosophy ... Interdisciplinary categories Vito Volterra May 3 October 11 ) was an Italian mathematician and physicist , best known for his contributions to mathematical biology Born in Ancona , then part of the Papal States , into a very poor famiily, Volterra showed early promise in mathematics before attending the University of Pisa , where he fell under the influence of Enrico Betti , and where he became professor of rational mechanics in . He immediately started work developing his theory of functionals which led to his interest and later contributions in integral and integro-differential equations. His work is summarised in his book Theory of Functionals and of Integral and Integro-Differential Equations In , he became professor of mechanics at the University of Turin and then, in , professor of mathematical physics at the University of Rome . Volterra had grown up during the final stages of the Risorgimento when the Papal States were finally annexed by Italy and, like his mentor Betti, he was an enthusiastic patriot, being elected as a

17. Vito Volterra Vito Volterra. Born Italy. Vito Volterra s interest in mathematics startedat the age of 11 when he began to study Legendre s Geometry. http://umm.kou.edu.tr/math/vito_volterra.htm

Vito Volterra Born: 3 May 1860 in Ancona, Papal States (now Italy) Died: 11 Oct 1940 in Rome, Italy Vito Volterra 's interest in mathematics started at the age of 11 when he began to study Legendre 's Geometry. At the age of 13 he began to study the Three Body Problem and made some progress by partitioning the time into small intervals over which he could consider the force constant. His family were extremely poor (his father had died when Vito was two years old) but after attending lectures at Florence he was able to proceed to Pisa in 1878. At Pisa he studied under Betti , graduating Doctor of Physics in 1882. His thesis on hydrodynamics included some results of Stokes , discovered later but independently by Volterra. He became Professor of Mechanics at Pisa in 1883 and, after Betti 's death, he occupied the Chair of Mathematical Physics. After being appointed to the Chair of Mechanics at Turin he was appointed to the Chair of Mathematical Physics at Rome in 1900. Volterra conceived the idea of a theory of functions which depend on a continuous set of values of another function in 1883. Hadamard was later to introduce the word 'functional' which replaced Volterra's original terminology. In 1890 Volterra showed by means of his functional calculus that the theory of

18. Volterra Biography of vito volterra (18601940) vito volterra. Born 3 May 1860 in Ancona, Papal States (now Italy) vito volterra's interest in mathematics started at the age of 11 when he began to study http://www-groups.dcs.st-and.ac.uk/~history/Mathematicians/Volterra.html

Vito Volterra Born: 3 May 1860 in Ancona, Papal States (now Italy) Died: 11 Oct 1940 in Rome, Italy Click the picture above to see six larger pictures Show birthplace location Previous (Chronologically) Next Biographies Index Previous (Alphabetically) Next Main index Vito Volterra 's interest in mathematics started at the age of 11 when he began to study Legendre 's Geometry. At the age of 13 he began to study the Three Body Problem and made some progress by partitioning the time into small intervals over which he could consider the force constant. His family were extremely poor (his father had died when Vito was two years old) but after attending lectures at Florence he was able to proceed to Pisa in 1878. At Pisa he studied under Betti , graduating Doctor of Physics in 1882. His thesis on hydrodynamics included some results of Stokes , discovered later but independently by Volterra. He became Professor of Mechanics at Pisa in 1883 and, after Betti 's death, he occupied the Chair of Mathematical Physics. After being appointed to the Chair of Mechanics at Turin he was appointed to the Chair of Mathematical Physics at Rome in 1900. Volterra conceived the idea of a theory of functions which depend on a continuous set of values of another function in 1883.

19. Volterra, Vito (1860-1940) -- From Eric Weisstein's World Of Scientific Biograph Nationality , Italian v. volterra, vito (18601940), Italian mathematicianwho studied integral equations and functional analysis. http://scienceworld.wolfram.com/biography/Volterra.html

Branch of Science Mathematicians Nationality Italian Volterra, Vito (1860-1940) Italian mathematician who studied integral equations and functional analysis. He extended the Lotka-Volterra equation describing the interaction of predator and prey. Additional biographies: MacTutor (St. Andrews)

20. I.T.I.S. "Vito Volterra" - San Donà Di Piave - Venezia San Don  di Piave, VE Sito ufficiale dell'Istituto. http://www.itisvv.ve.it/

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