1. Volterra A short biography on Volterra and his work in differential equations and mathematical physics.Category Science Physics Mathematical Physics People......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.

2. 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/000f0c.html

wiem.onet.pl napisz do nas losuj: has³a multimedia Matematyka, W³ochy Volterra Vito widok strony znajd¼ podobne poka¿ powi±zane 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. zobacz wszystkie serwisy do góry Encyklopedia zosta³a opracowana na podstawie Popularnej Encyklopedii Powszechnej Wydawnictwa Fogra

3. WIEM: Volterra Vito (encyklopedia.pl)Category World Polska Leksykon Encyklopedia encyklopedia.pl V......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.onet.pl napisz do nas losuj: has³a multimedia Matematyka, W³ochy Volterra Vito widok strony znajd¼ podobne poka¿ powi±zane 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. zobacz wszystkie serwisy do góry Encyklopedia zosta³a opracowana na podstawie Popularnej Encyklopedii Powszechnej Wydawnictwa Fogra

4. WIEM: Volterry Równania (encyklopedia.pl)Category World Polska Leksykon Encyklopedia encyklopedia.pl V...... f(x). Powiazania. volterra vito, wiecej ». Copyright 19962001 Onet.plSA - zobacz wszystkie serwisy », do góry. Encyklopedia zostala http://wiem.onet.pl/wiem/00329e.html

wiem.onet.pl napisz do nas losuj: has³a multimedia Matematyka Volterry równania widok strony znajd¼ podobne poka¿ powi±zane Volterry równania, równania ca³kowe postaci: tzw. Volterry równania pierwszego rodzaju lub (tzw. Volterry równania drugiego rodzaju), gdzie g(x) i K(x,y) s± funkcjami ci±g³ymi w granicach ca³kowania. Volterry równania pierwszego rodzaju daj± siê w szczególnych przypadkach rozwi±zaæ metod± transformaty Laplace'a , rozwi±zaniem równañ drugiego rodzaju jest zbie¿ny szereg postaci: g(x) = a (x) + a (x) +...+ n a n (x) +..., gdzie a (x) = f(x) Powi±zania Volterra Vito wiêcej zobacz wszystkie serwisy do góry Encyklopedia zosta³a opracowana na podstawie Popularnej Encyklopedii Powszechnej Wydawnictwa Fogra

5. Www.iper1.com - Volterra Translate this page Tonino Guerra Inghilterra Nuova Inghilterra Pratola Serra Santa Cruz de la Sierraserra Renato Serra sierra Terra Vaglio Serra volterra vito Volterra a b c d e http://www.iper1.com/rime/index-asp--cerca-llll-Volterra.htm

6. Volterra Translate this page volterra vito italien, 1860-1940 Après des études à Florence, Volterraapprofondit 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

7. Lefalophodon Vito Volterra Vito Volterra (18601940). Career ? Studied under ? Students ?Colleagues ? Key publications ? Lefalophodon Home - Timeline 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

8. Editions Jacques Gabay - Vito VOLTERRA Translate this page Vito VOLTERRA. Vito VOLTERRA. 1860 - 1940. Au catalogue des EditionsJacques Gabay VOLTERRA Leçons sur la théorie mathématique http://www.gabay.com/sources/Liste_Bio.asp?NP=VOLTERRA Vito

9. Editions Jacques Gabay - Index Des Auteurs Translate this page VALLIER E. VERLEY Jean-Luc. VERLEY Myriam. VERRIEST Gustave. VESSIOT Ernest.VILLAT Henri. VILLE Jean. VINCENT Georges. VOGT H. VOLTAIRE. volterra vito. VOSSA. http://www.gabay.com/sources/Liste_Auteurs.asp?Lettre=V

10. 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://www.museovirtuale.polito.it/english/storia/2-02/2-2-01/2-2-0172.htm

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.

11. ANCONA - Le Vie [V] Translate this page Vittoria , Viale della. Vittorio Emanuele Il , Scalo. Vittorio Veneto , Via. VoltaAlessandro , Via. volterra vito , Via. Volto dei Seniori , Via. Volturno , Via.? http://www.econ.unian.it/servizi/area_informazioni/mappa_ancona/vie/AN-Vie-V.htm

ELENCO DELLE VIE A B C D ... U V Z Valle Miano , Via Vanoni Ezio , Via Vanvitelli Luigi , Lungomare , Via Vasari , Via Vecchia di Pietralacroce , Strada Vecchini Arturo , Via Velino , Via Venticinque Aprile , Via Ventinove Settembre , Via Ventriquattro Maggio , Largo Verdi Giuseppe , Via Verga Giovanni , Via Villa Barducci , Via di Villafranca , Via Villarei , Via Ville , Via delle Vittoria , Viale della Vittorio Emanuele Il , Scalo Vittorio Veneto , Via Volta Alessandro , Via Volterra Vito , Via Volto dei Seniori , Via Volturno , Via

12. Volterra Brief but detailed biography on volterra and his works in differential equations and mathematical physics. vito volterra. Born 3 May 1860 in Ancona, Papal States (now Italy) 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.

13. 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/

14. Home Page Centro Vito Volterra L'Istituto Tecnico Industriale "vito volterra" è una moderna struttura scolastica con una ben definita fisionomia http://volterra.mat.uniroma2.it/

I l Centro Volterra e' un centro di ricerca, servizi e consulenza, aperto al dialogo e alla collaborazione con individui o istituzioni interessati allo studio, speculativo o finalizzato a scopi precisi, dei sistemi complessi nel tentativo di individuare metodologie generali di modellizzazione, interpretazione e intervento, che integrino quelle tradizionali rivelatesi, da sole, insufficienti al trattamento quantitativo di tali problemi. Il Centro Volterra intende ricollegarsi alla migliore tradizione scientifica italiana rifiutando una netta separazione tra ricerca pura e ricerca applicata: esso incoraggia entrambi i tipi di attivita' e soprattutto il dialogo tra esse, nel pieno rispetto delle scelte individuali. L e attivita' del Centro si articolano in progetti di ricerca che coinvolgono, in aggregazioni non mutuamente esclusive, membri del Centro e personale esterno. Ad esse si aggiungono seminari a carattere esplorativo e iniziative riguardanti la diffusione delle conoscenze scientifiche. Le aree di ricerca che caratterizzano il Centro non sono predeterminate, ma aperte a stimoli e a proposte esterne. In altri termini: la caratterizzazione culturale del Centro non e' stabilita a priori ma dinamica I L a risoluzione di problemi riguardanti i sistemi complessi richiede in genere, una fase di

15. Benvenuti All'ITIS Vito Volterra Di Ancona Ancona Sito ufficiale dell'Istituto http://www.itis.an.it/

Cerca nel sito: Accesso E-Mail Dipartimenti I Docenti Gli Studenti ... Accesso E-mail Username: Forum Studenti Docenti Ministero della Pubblica Istruzione ... segui il link Sei un diplomato Itis in cerca di lavoro ? Inserisci il tuo curriculum nella nostra banca dati... Offerta formativa a catalogo: riservata ad insegnanti e formatori tesa ad ottenere la certificazione Microsoft Scarica il modulo per la preiscrizione (formato Word) Scarica il modulo per la preiscrizione (formato Zip) ... Progetto Sirio L'Istituto Tecnico Industriale "Vito Volterra" è una moderna struttura scolastica con una ben definita fisionomia tecnico-scientifica. Il percorso didattico fornisce non solo competenze professionali, ma anche una cultura di base ampia e flessibile, in linea con le trasformazioni in atto nel mondo del lavoro e con le richieste del mondo industriale. Vito Volterra Il Volterra I Nostri Progetti L'Itis differenzia, Maria Montessori, Euwork, L'avventura del carbonio, Castelfidardo nel risorgimento, Le pesche di Torrette, Net@Days, Occhio alla strada, OpenRoad, Guida multimediale di Ancona, Lisa mangiata dal cibo, altro...

16. Encyclopædia Britannica Encyclopædia Britannica. volterra, vito. Encyclopædia Britannica Article http://www.britannica.com/eb/article?eu=77699

17. ISTITUTO TECNICO INDUSTRIALE STATALE "VITO VOLTERRA" Sede centrale di Ancona Sede staccata di Castelfidardo Suggerimenti Staff Ultimo Aggiornamento 23/12/1996 Sito realizzato in collaborazione con l'INRCA Email volterra@inrca.it http://www.inrca.it/volterra/start.htm

Sede centrale di Ancona Sede staccata di Castelfidardo Suggerimenti Staff Ultimo Aggiornamento: 23/12/1996 Sito realizzato in collaborazione con l' INRCA E-mail: volterra@inrca.it

18. Sito Web Italiano Per La Filosofia-VITO VOLTERRA INDICE DEI NOMI. vito volterra. Il Sole 24 Ore28 APRILE 2002 http://lgxserver.uniba.it/lei/rassegna/volterra.htm

INDICE DEI NOMI VITO VOLTERRA Il Sole 24 Ore 28 APRILE 2002 La pesca del matematico biologo di UMBERTO BOTTAZZINI La Stampa 21 FEBBRAIO 2001 Una storia d'Italia per voce solista di FILIPPO CECCARELLI La Stampa 21 FEBBRAIO 2001 Una storia d'Italia per voce solista di Il Sole 24 Ore 29 OTTOBRE 2000 La sua vita tendeva all'infinito E' morto a 106 anni il matematico che lavorò con Enriques e Wiener di UMBERTO BOTTAZZINI Il Sole 24 Ore 9 LUGLIO 2000 I numeri che fanno cultura Dalla musica orientale alla teoria del giochi, fino ai film di Peter Greenaway di UMBERTO BOTTAZZINI

19. Lotka & Volterra Award Winners Prizes for Best Student Presentations in Theoretical Ecology The Theoretical Ecology Section awards the Alfred J. Lotka and vito volterra prizes for the best presentations given by students during the Annual Meeting of the ESA. http://www.nceas.ucsb.edu/theor_ecol/TEawards.html

Prizes for Best Student Presentations in Theoretical Ecology The Theoretical Ecology Section awards the Alfred J. Lotka and Vito Volterra prizes for the best presentations given by students during the Annual Meeting of the ESA. The award is open to graduate student members of the ESA who, as sole or first author, present a talk or poster at the ESA annual meeting on original research in theoretical ecology. All suitable approaches that yield theoretical insight to ecological phenomena will be considered. Prizes will be awarded on the basis of merit, originality, and clarity of presentation. Sinauer Associates has generously provided the 2001 Award: $100 each for the best poster and best talk, redeemable as books published by Sinauer Associates . To be considered for the Theoretical Ecology Section Award, students must notify the Section by June 30. Prospective candidates should contact: Will Wilson A. J. Lotka Award for Best Student Poster in Theoretical Ecology Derek Johnson University of Miami Patch size-dependent migration and semi-synchronous extinction in a beetle metapopulation.

20. References For Volterra References for vito volterra. (Leningrad, 1977). R Simili (ed.), Scienza, tecnologiae istituzioni in Europa vito volterra el'origine del Cnr (Rome, 1993). http://www-gap.dcs.st-and.ac.uk/~history/References/Volterra.html

References for Vito Volterra Biography in Dictionary of Scientific Biography (New York 1970-1990). Biography in Encyclopaedia Britannica. Books: E M Polishchuk, Vito Vol'terra 1860-1940 (Russian), Nauchno-Biograficheskaya Literatura, Izdat. "Nauka" Leningrad. Otdel. (Leningrad, 1977). R Simili (ed.), Scienza, tecnologia e istituzioni in Europa : Vito Volterra e l'origine del Cnr (Rome, 1993). Articles: E S Allen, The scientific work of Vito Volterra, Amer. Math. Monthly Anonymous, Vito Volterra, Archimede G Armellini, Vito Volterra e la sua opera scientifica, Ricerca Sci. A Borsellino, Vito Volterra and contemporary mathematical biology, Vito Volterra Symposium on Mathematical Models in Biology, Lecture Notes in Biomath. (Berlin-New York, 1980), 410-417. G Castelnuovo, Obituary: Vito Volterra, Mem. Soc. Ital. Sci. G Colonnetti, Nel cinquantesimo anniversario di una memoria di Vito Volterra che ha aperta vie nuove alla moderna scienza delle costruzioni, Univ. e Politec. Torino. Rend. Sem. Mat. D'Arcy W Thompson and S Chapman, Obituary: Prof. Vito Volterra, For. Mem. R S

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