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         Bolzano Bernhard:     more detail
  1. Paradoxin des Unendlichen by Bernhard Bolzanos, 2006-11-30
  2. PRECURSORS OF MODERN LOGIC: BOLZANO: An entry from Gale's <i>Encyclopedia of Philosophy</i> by Yehoshua Bar-Hillel, 2006
  3. BOLZANO, BERNARD(17811848): An entry from Gale's <i>Encyclopedia of Philosophy</i> by Yehoshua Bar-Hillel, 2006
  4. Journal of the History of Philosophy: Vol. 45, No. 4, October 2007.(PHILOSOPHICAL ABSTRACTS): An article from: The Review of Metaphysics by Gale Reference Team, 2007-09-01

41. BibScout - Bolzano, Bernhard

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Mathematik Gesammelte Werke Autoren B Bolzano, Bernhard BibScout Home Allgemeines Arch¤ologie Biologie ... Autoren O
Bolzano, Bernhard
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  • Bernard Bolzanos geistiges Erbe für das 21. Jahrhundert : Beiträge zum Bolzano-Symposium der Österreichischen Forschungsgemeinschaft im Dezember 1998 in Wien
    / Edgar Morscher. - 1. Aufl.. - 1999 Bibliotheken Early mathematical works : bicentenary
    / Bernard Bolzano. - 1981 Bibliotheken Bernard-Bolzano-Gesamtausgabe
    / Bernard Bolzano. - Stuttgart- Bad Cannstatt : Frommann, 19XX Bibliotheken
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42. MSN Encarta - Bolzano, Bernhard
Translate this page bolzano, bernhard (Praga 1781-1848), matematico e filosofo ceco, sacerdote dellaChiesa cattolica. Trova altre informazioni su bolzano, bernhard
http://it.encarta.msn.com/encyclopedia_761556504/Bolzano_Bernhard.html

43. Bolzano, Bernhard
Translate this page bolzano, bernhard. (1781 - 1848), Priester, Mathematiker und Philosoph. PUBLIKATIONÖBL 1815-1950, Bd. 1 (Lfg. 2), S. 100f. Biographie (PDF)…
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44. Bolzano
bolzano, bernhard. (17811848) Odvodil známou bolzano-Cauchyho podmínkukonvergence. Zkonstruoval spojitou funkci, která nemá derivaci.
http://www.aldebaran.cz/famous/people/Bolzano_Bernhard.html
Bolzano, Bernhard
Èeský knìz a matematik, definoval pojmy limita, derivace, spojitost a konvergence. Odvodil známou Bolzano- Cauchyho podmínku konvergence. Zkonstruoval spojitou funkci, která nemá derivaci. Spoléhal více na rigorózní matematické dùkazy než na intuici.

45. A History Of Philosophy. Bernhard Bolzano: Biography, Summary, Theory
bernhard bolzano (Copyright © 2005 Piero Scaruffi Legal restrictions Terminid uso ). Philosophy of Science, Links. Links to other sites My books
http://www.scaruffi.com/phi/bolzano.html
Bernhard Bolzano
Piero Scaruffi
Legal restrictions - Termini d'uso
Philosophy of Science Links Synopsis:
  • Critique of Kant
  • Intuition is always empirical, never pure
  • Mathematics must be grounded on logic, not intuition
  • revives Leibniz's program of a "universal characteristic"
Piero Scaruffi Legal restrictions - Termini d'uso

46. Biography Of Bolzano, Bernhard
Biographies of people living and dead of all nations.
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biography classifications major works cross references biography name: Bolzano, Bernhard
pronunciation: [bol zah noh] sex: male lived: biography: Catholic theologian, philosopher, and mathematician, born in Prague, Czech Republic. He became a priest in 1804 and professor of the philosophy of religion in 1805, but was deprived of his chair in 1819 for nonconformity. He was a pioneer in giving a rigorous foundation to the theory of functions of a real variable, and investigating the mathematical concept of the infinite. browse by name A B C D ... Z browse by year 2700 - 691 BC 690 - 531 BC 530 - 481 BC 480 - 391 BC ... Allsites LLC

47. Bernhard Martin - Il Mattino Di Bolzano, August 28th, 2002
close this page.
http://www.spencerbrownstonegallery.com/press/2003_04_press/Bernhard_03/BM_Matti
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48. Free University Of Bozen-Bolzano - Staff
Free University of Bozen/bolzano, Freie Universität Bozen, Libera Università di Freyer bernhard. School of Economics and Management (academic staff)
http://wis.unibz.it/staff/staff_detail.asp?LanguageID=EN&type=coll&c_id=850

49. Free University Of Bozen-Bolzano - Staff
Translate this page Free University of Bozen/bolzano, Freie Universität Bozen, Libera Università dibolzano. Cronenberg bernhard. Faculty of Education (academic staff)
http://wis.unibz.it/staff/staff_detail.asp?LanguageID=EN&type=coll&c_id=5057

50. Biografia De Bolzano, Bernhard
Milestone books in the History of PhilosophyBolzano, bernhard (Czech, 1781) Theory of Science (1837) Proudhon, Pierre DELA CREATION DE L ORDRE (1843) Carlyle, Thomas (Britain, 1795) Past and
http://www.biografiasyvidas.com/biografia/b/bolzano.htm
Inicio Buscador Las figuras clave de la historia Reportajes Los protagonistas de la actualidad Bolzano, Bernhard (Praga, actual República Checa, 1781-id., 1848) Matemático checo. Tras estudiar teología, filosofía y matemáticas, fue ordenado sacerdote en 1805. Profesor de religión en Praga y matemático aficionado, en 1820 las autoridades le prohibieron ejercer cualquier actividad académica a causa de su posicionamiento crítico con respecto a las condiciones sociales vigentes en el Imperio Austrohúngaro. Las inquietudes científicas de Bolzano resultaron muy avanzadas para su tiempo, preocupado como estaba por los fundamentos de varias ramas de la matemática, a saber, la teoría de las funciones, la lógica y la noción de cardinal. Tras demostrar el teorema del valors intermedio, dio el primer ejemplo de una función continua no derivable sobre el conjunto de los números reales. En el campo de la lógica, trató la tabla de verdad de una proposición e introdujo la primera definición operativa de deducibilidad. Así mismo estudió, con anterioridad a Cantor, los conjuntos infinitos. Inicio Buscador Recomendar sitio

51. Materialien Zur Kontroverse Um "das" Unendliche
Translate this page bolzano, bernhard 1,. bolzano, bernhard (1851). Paradoxien des Unendlichen.Leipzig Reclam. Nachdruck 1975. §§ 15-24. Brouwer, LEJ. 1,
http://www.sgipt.org/wisms/geswis/mathe/m_unend0.htm

52. Personatges-B
Bernoulli, Jacques. 1654 1705. Coordenades polars. Distribució binomial.bolzano, bernhard. 1781 - 1848. Teorema de bolzano. Boole, George. 1815 - 1864
http://www.xtec.es/~jcanadil/imatges/personatges/personatges_b.htm
A B C D ... H I J K L M N O P Q R S T U V W X Y Z Documents Monedes i bitllets Nombres ... Regles de càlcul Personatges - B Barrow, Isaac Integrals.
Bayes, Thomas Teorema de Bayes.
Bernoulli, Jacques
Bolzano, Bernhard
Teorema de Bolzano.
Boole, George

53. MSN Encarta - Bolzano, Bernhard
Translate this page bolzano, bernhard (1781-1848), mathématicien et philosophe tchèque d’origineitalienne, Autres fonctionnalités Encarta. Rechercher bolzano, bernhard
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    Article accessible sur abonnement MSN Encarta Premium : Acc©dez   30 000 articles encyclop©diques avec plus de 12 000 illustrations, un atlas mondial interactif, un guide du Web et une palette compl¨te de ressources et d'outils ©ducatifs. 34,99 € par an (service d’acc¨s   Internet non compris). En savoir plus. Cet article n'est accessible que si vous ªtes abonn©   MSN Encarta Premium. Dans ce cas, connectez-vous en cliquant sur le lien Aller sur MSN Encarta Premium (ci-dessus). Bolzano, Bernhard Bolzano, Bernhard (1781-1848), math©maticien et philosophe tch¨que d’origine italienne, dont les travaux sont   la base de la th©orie des ensembles. Encarta vous int©resse ? Abonnez-vous d¨s maintenant et b©n©ficiez de :
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54. BERNHARD BOLZANO
Translate this page Il contributo filosofico di bernhard bolzano, pensatore e matematico boemo, fupienamente riconosciuto solo molto tempo dopo la sua morte.
http://www.filosofico.net/bolzano.htm
BERNHARD BOLZANO A cura di Alessandro Sangalli
Il contributo filosofico di Bernhard Bolzano, pensatore e matematico boemo, fu pienamente riconosciuto solo molto tempo dopo la sua morte. Il suo lavoro si rivelò particolarmente utile nel campo della logica, della geometria e per la teoria dei numeri reali. Bernardus Placidus Johann Nepomuk Bolzano nacque a Praga, in Boemia (oggi parte della Repubblica Ceca), il 5 ottobre 1781. Il padre era un commerciante d’arte e, come la madre, un fervido cristiano. Bernard crebbe così con solidi valori morali e princìpi su cui fare sicuro affidamento: fu questa sua educazione a spingerlo verso la Chiesa e la vita sacerdotale. Bolzano entrò all’Università di Praga nel 1796 e lì studiò filosofia, matematica e fisica. Dopo la laurea, entrò a far parte del Dipartimento di Teologia dell’istituto e fu ordinato prete cattolico nel 1804. Nonostante la sua piena dedizione alla vita ecclesiastica, egli non trascurò mai i suoi interessi negli studi matematici, tanto che fu segnalato per il ruolo di presidente del Dipartimento di Matematica universitario. Il 1805 vide l’inizio della lotta che avrebbe caratterizzato tutta la vita di Bolzano. L’impero austro-ungarico comprendeva a quel tempo diversi gruppi etnici che non nascondevano desideri nazionalistici e movimenti per d’indipendenza: incoraggiati dal “libero pensiero” della recente Rivoluzione francese, questi movimenti stavano diventando un serio problema per l’unità dell’impero. Perciò, con una mossa politica, l’impero creò una cattedra di Filosofia della Religione in ogni università dello stato: questa mossa era parte di un più ampio progetto di sostegno della Chiesa cattolica, il cui conservatorismo avrebbe aiutato le autorità imperiali a tenere sotto controllo i liberi pensatori.

55. MTA
bolzano, bernhard (1781, Prag – 1848, Prag) német katolikus teológus, egyháziszónok, filozófus és matematikus, a modern logika egyik megteremtoje és a
http://nyitottegyetem.phil-inst.hu/teol/bolzano.htm
Az MTA Filozófiai Kutatóintézetének
AKADÉMIAI-FILOZÓFIAI NYITOTT EGYETEME
TEOLÓGIA SZAK
BOLZANO, Bernhard ): német katolikus teológus, egyházi szónok, filozófus és matematikus, a modern logika egyik megteremtõje és a teológiai racionalizmus híve, prágai egyetemi tanár, egyházmegyés pap. B. 1805-tõl 1819-ig vallástudományt és hitvédelmet tanított a prágai egyetemen, ám ebbõl az állásából a felvilágosodás eszméi és a dogmatika kérdéseinek racionális kritikája miatt felmentették és átmenetileg a publikálástól is eltiltották. Ettõl kezdve lényegében magántudósként élt vidéki barátainál illetve Prágában és ekkor adta közre legfontosabb matematikai és vallásbölcseleti munkáit. Matematikai szakmunkáinak köszönhetõen B. a modern matematikai analízis és a halmazelmélet egyik klasszikusa, a Bolzano-Weierstrass-tétel megfogalmazója. Legalább ennyire jelentõs logikai életmûve: Tudománytan címû, Leibniz platonizáló idealizmusára építõ munkájában a logikai állítások alapját jelentõ magánvaló igazságok objektivitását élesen megkülönböztette a logikai igazságok pusztán gondolati, az emberi megismerésben konstituálódó természetétõl, azaz a valóság valódi logikáját a logikai érvényesség gondolati világától. B.

56. Science Timeline
bolzano, bernhard Placidus Johann Nepomuk, 1851. Bondi, Herman, 1948. Bonner,John Tyler, 1947. Bonnet, Charles, 1745, 1746. Boole, George, 1839, 1874
http://www.sciencetimeline.net/siteindex_b.htm
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Select Index Letter:
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Baade, Wilhelm Henrich Walter, 1934, 1951, 1952 Babbage, Charles, 1834 Babo, Lambert, 1847 Babylonian mathematicians, 1500 bce Bach, Johann Sebastian, 1704 Bachelard, Gaston, 1934 Back, Ernest E. A., 1912 Backus, John, 1957, 1958 Bacon, Francis, 1605, 1620 Bacon, Francis, 1949 Bacon, Roger, after 1230, 1267 Baekeland, Leo, 1913 Bak, Per, 1986 Baldwin, James Mark, 1896, 1949 Baltimore, David, 1970, 1980, 1982 Banting, Frederick Grant, 1921 Baran, Paul, 1962 Bardeen, John, 1947, 1957 Barghoorn, Elso S., 1977 Barnard, Christian, 1968 Barnea, Anat, 1994 Barrow, Isaac, 1662 Bartholin, Thomas, 1652 Basov, Nikolai Gennediyevitch, 1954

57. Bolzano
Translate this page bolzano, bernhard, katholischer Theologe, Philosoph und Mathematiker * 5. 10.1781 Prag, † 18. 12. 1848 Prag. Arbeitsgebiete Lögistik, Analysis
http://www.studienseminare-duesseldorf.nrw.de/sekundI/Seminare/Mathe/Kaleidoskop
Zurück zur Übersicht Biografien Bolzano , Bernhard, katholischer Theologe, Philosoph und Mathematiker
Arbeitsgebiete: Lögistik, Analysis

58. Pronunciation
bolzano, bernhard (17811848) (bolt SÄ no) Bolyai, János (1802-1860) (BALL yoi).Cauchy, Augustin-Louis (1789-1857) (ko SHE)
http://www.math.ucla.edu/~bnewdelm/Pronunciation.htm
This list is for my math-hommies Stop teasing me !!!!!!!
Agnesi, Maria Gaetana (1718-1799) (an YAY zee)
Bernoulli, Jakob/Jacques/James (1654-1705)(ber NOO lee)
Bernoulli, Johann/Jean/John (1667-1748) (ber NOO lee)
Cauchy, Augustin-Louis (1789-1857) (ko SHE)
Clairaut, Alexis-Claude (1713-1765) (kla ROW, as in row your boat)
Dedekind, Richard (1831-1916) (DA de kint)
Dirichlet, Peter Lejune (1805-1859) (dee ree KLAY) Euclid (YOU klid)
Eudoxus (408-355 B. C.) (you DOK sis)
Euler, Leonhard (1707-1783) (OI ler)
Fourier, Jean Baptiste Joseph (1768-1830) (foo RYAY) Heine, Eduard (1821-1881) (HI na, not a long a) Hermite, Charles (1822-1901) (er MEET) Kronecker, Leopold (1823-1891) (KROW nek er) Kummer, Ernst (1810-1893) (KUM er) Laplace, Pierre-Simon de (1749-1827) (la PLAS) Lebesgue, Henri (1875-1941) (la BEG) in some elite cultures (la BAHJE) Leibniz, Gottfried Wilhelm (1646-1716) (LIP nits, long i) Napier, John1550-1617) (NAY pee air) Noether, Emmy (1882-1935) (NOI ter)

59. Skolavpohode.cz
bolzano, bernhard (17811848). Ceský knez a matematik, definoval pojmy limita,derivace, spojitost a konvergence. Odvodil známou bolzano- Cauchyho podmínku
http://www.skolavpohode.cz/clanek.asp?polozkaID=3429

60. Intuition And Rigor
attempts in the 19th century was the Czech analyst bernhard bolzano (17811848 . In the article, bolzano proceeds to justify the statement that is
http://www.cut-the-knot.com/fta/bolzano.shtml
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Intuition and Rigor
One of the torch bearers of the formalization attempts in the 19th century was the Czech analyst Bernhard Bolzano (1781-1848.) In his critique of the attempts to prove the Fundamental Theorem of Algebra, he wrote The most common kind of proof depends on a truth borrowed from geometry, namely, that every continuous line of simple curvature of which the ordinates are first positive and then negative (or conversely) must necessarily intersect the x-axis somewhere at a point that lies in between those ordinates. There is certainly no question concerning the correctness, nor indeed the obviousness, of this geometrical proposition. But it is clear that it is an intolerable offense against correct method to derive truths of pure (or general) mathematics (i.e., arithmetic, algebra, analysis) from considerations which belong to a merely applied (or special) part, namely, geometry ... By which he of course meant that reliance on the geometrical intuition is an unacceptable tool in deriving analytic truths. He clearly accepts the statement as true but objects to the fact of its being used offhandedly, as a self-evident truth. In the article, Bolzano proceeds to justify the statement that is variably now known as Bolzano's or the Intermediate Value Theorem.

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