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  • × year_i:[2000 TO 2010}
  1. Mas, S.; Marleau, Y.: Proposition of a faceted classification model to support corporate information organization and digital records management (2009) 0.12 
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    Date
    29. 8.2009 21:15:48
    Footnote
    Vgl.: http://ieeexplore.ieee.org/Xplore/login.jsp?reload=true&url=http%3A%2F%2Fieeexplore.ieee.org%2Fiel5%2F4755313%2F4755314%2F04755480.pdf%3Farnumber%3D4755480&authDecision=-203.
  2. Hotho, A.; Bloehdorn, S.: Data Mining 2004 : Text classification by boosting weak learners based on terms and concepts (2004) 0.12 
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    Content
    Vgl.: http://www.google.de/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&cad=rja&ved=0CEAQFjAA&url=http%3A%2F%2Fciteseerx.ist.psu.edu%2Fviewdoc%2Fdownload%3Fdoi%3D10.1.1.91.4940%26rep%3Drep1%26type%3Dpdf&ei=dOXrUMeIDYHDtQahsIGACg&usg=AFQjCNHFWVh6gNPvnOrOS9R3rkrXCNVD-A&sig2=5I2F5evRfMnsttSgFF9g7Q&bvm=bv.1357316858,d.Yms.
    Date
    8. 1.2013 10:22:32
  3. Dewdney, A.K.: Reise in das Innere der Mathematik (2000) 0.12 
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    Date
    19. 7.2002 22:04:42
    Field
    Mathematik
    RSWK
    Mathematik / Einführung
    Subject
    Mathematik / Einführung
  4. Handbuch der Künstlichen Intelligenz (2003) 0.12 
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    Abstract
    Das Handbuch der Künstlichen Intelligenz bietet die umfassendste deutschsprachige Übersicht über die Disziplin "Künstliche Intelligenz". Es vereinigt einführende und weiterführende Beiträge u.a. zu folgenden Themen: - Kognition - Neuronale Netze - Suche, Constraints - Wissensrepräsentation - Logik und automatisches Beweisen - Unsicheres und vages Wissen - Wissen über Raum und Zeit - Fallbasiertes Schließen und modellbasierte Systeme - Planen - Maschinelles Lernen und Data Mining - Sprachverarbeitung - Bildverstehen - Robotik - Software-Agenten Das Handbuch bietet eine moderne Einführung in die Künstliche Intelligenz und zugleich einen aktuellen Überblick über Theorien, Methoden und Anwendungen.
    BK
    54.72 / Künstliche Intelligenz
    Classification
    ST 300 Informatik / Monographien / Künstliche Intelligenz / Allgemeines
    54.72 / Künstliche Intelligenz
    Date
    21. 3.2008 19:10:22
    Footnote
    Bis 2. Aufl. u.d.T.: Einführung in die künstliche Intelligenz
    RSWK
    Künstliche Intelligenz
    RVK
    ST 300 Informatik / Monographien / Künstliche Intelligenz / Allgemeines
    Subject
    Künstliche Intelligenz
  5. ¬Die Weltbibliothek Mathematik (2002) 0.10 
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    Abstract
    Bericht über die Verabschiedung des Konzeptes Math-Net durch die IMU zum Aufbau einer virtuellen Weltbibliothek zur Mathematik
    Date
    31.12.1996 19:29:41
    Field
    Mathematik
  6. Schrodt, R.: Tiefen und Untiefen im wissenschaftlichen Sprachgebrauch (2008) 0.10 
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    Content
    Vgl. auch: https://studylibde.com/doc/13053640/richard-schrodt. Vgl. auch: http%3A%2F%2Fwww.univie.ac.at%2FGermanistik%2Fschrodt%2Fvorlesung%2Fwissenschaftssprache.doc&usg=AOvVaw1lDLDR6NFf1W0-oC9mEUJf.
  7. Was ist Denken? : Gehirn - Computer - Roboter (2003) 0.10 
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    Date
    10. 8.2007 16:24:29
    RSWK
    Künstliche Intelligenz / Aufsatzsammlung
    Künstliche Intelligenz (BVB)
    Subject
    Künstliche Intelligenz / Aufsatzsammlung
    Künstliche Intelligenz (BVB)
  8. Lange, E.: ¬Die Mathematik gegen Spam : So genannte Wahrscheinlichkeitsfilter sollen lästige Werbung eliminieren (2004) 0.10 
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    Date
    31.12.1996 19:29:41
    Field
    Mathematik
  9. Lexikon der Mathematik (2000-2003) 0.09 
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    Abstract
    Das neue Lexikon der Mathematik bietet in insgesamt ca. 17.000 Stichworteinträgen einen umfassenden Überblick über die moderne Mathematik, ihre Fachterminologie und ihre Anwendungen. Die behandelten Fachgebiete reichen von so klassischen Fachgebieten wie Geometrie, Zahlentheorie oder auch Geschichte der Mathematik über Numerische Mathematik, Graphentheorie, Versicherungsmathematik und Optimierung bis hin zu modernsten Anwendungen wie etwa Wavelets, kryptographischen und Codierungsverfahren oder Neuronale Netze. Besondere Berücksichtigung fanden bei der Konzeption des Lexikons die Biographien bedeutender Mathematikerinnen und Mathematiker, von der Antike (Diophant, Euklid) bis hin zur Gegenwart (Collatz, Faltings, Hirzebruch). Dadurch wurde dem Umstand Rechnung getragen, dass gerade in der Mathematik eine Fülle von Verfahren, Methoden oder auch Lehrsätzen existiert, die nach Persönlichkeiten benannt sind, von denen der Leser gerne etwas mehr erfahren möchte, so z.B. 'abelsche Gruppe', 'Satz des Pythagoras', 'euklidischer Algorithmus' oder 'Gaußsche Normalverteilung'
    Date
    22. 7.2000 18:06:10
    Field
    Mathematik
  10. Vetere, G.; Lenzerini, M.: Models for semantic interoperability in service-oriented architectures (2005) 0.09 
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    Content
    Vgl.: http://ieeexplore.ieee.org/xpl/login.jsp?tp=&arnumber=5386707&url=http%3A%2F%2Fieeexplore.ieee.org%2Fxpls%2Fabs_all.jsp%3Farnumber%3D5386707.
  11. Stewart, I.: ¬Ein Vierteljahrhundert Mathematik (2003) 0.09 
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    Abstract
    Mathematik ist vielseitiger geworden: Das Arbeitsmittel Computer eröffnet völlig neue Perspektiven, und die Grenzen zwischen den Teildisziplinen verschwinnen
    Date
    31.12.1996 19:29:41
    Field
    Mathematik
    Source
    Spektrum der Wissenschaft. 2003, H.5, S.24-29
  12. Collins, G.P.: ¬Die Lösung eines Jahrhundertproblems (2004) 0.09 
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    Date
    31.12.1996 19:29:41
    Field
    Mathematik
    Series
    Mathematik
  13. Ruskai, M.B.: Response to Graham : the quantum view (2001) 0.09 
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    Field
    Mathematik
    Footnote
    Erwiderung auf: Graham, L.R.: Do mathematical equations display social attributes? in: Mathematical intelligencer 22(2000) no.3, S.31-36
    Source
    Mathematical intelligencer. 23(2001) no.1, S.23-29
  14. Fensel, D.: Ontologies : a silver bullet for knowledge management and electronic commerce (2004) 0.08 
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    Classification
    004.67/8 22
    ST 300 Informatik / Monographien / Künstliche Intelligenz / Allgemeines
    ST 304 Informatik / Monographien / Künstliche Intelligenz / Automatisches Programmieren, Deduction and theorem proving, Wissensrepräsentation
    DDC
    004.67/8 22
    RSWK
    Wissenstechnik / Inferenz <Künstliche Intelligenz>
    World Wide Web / Datenbanksystem / Abfrage / Inferenz <Künstliche Intelligenz>
    Electronic Commerce / Agent <Künstliche Intelligenz> / XML
    RVK
    ST 300 Informatik / Monographien / Künstliche Intelligenz / Allgemeines
    ST 304 Informatik / Monographien / Künstliche Intelligenz / Automatisches Programmieren, Deduction and theorem proving, Wissensrepräsentation
    Subject
    Wissenstechnik / Inferenz <Künstliche Intelligenz>
    World Wide Web / Datenbanksystem / Abfrage / Inferenz <Künstliche Intelligenz>
    Electronic Commerce / Agent <Künstliche Intelligenz> / XML
  15. Chaitin, G.: ¬Die Grenzen der Gewissheit (2006) 0.07 
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    Abstract
    Konzepte von Komplexität und Zufall zusammen mit Ideen der Informationstheorie führen zu der Erkenntnis, dass es niemals eine Mathematik geben kann, in der sich alles Wahre auch beweisen lässt.
    Date
    31.12.1996 19:29:41
    Field
    Mathematik
  16. Pöppe, C.: ¬Ein großer Brückenschlag in der Algebra (2002) 0.07 
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    Date
    31.12.1996 19:29:41
    Field
    Mathematik
    Series
    Mathematik
  17. Balinski, M.: ¬Die Mathematik der Gerechtigkeit (2004) 0.07 
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    Date
    31.12.1996 19:29:41
    Field
    Mathematik
  18. Bruss, F.T.: ¬Die Kunst der richtigen Entscheidung (2005) 0.07 
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    Date
    31.12.1996 19:29:41
    Field
    Mathematik
    Series
    Mathematik
  19. Chaitin, G.J.: Grenzen der Berechenbarkeit (2004) 0.07 
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    Abstract
    Der Zufall gehört unvermeidlich zur Mathematik, und es gibt stets wahre, aber unbeweisbare Sätze. Kein Anlass zu Pessimismus: Die Grenzen unserer Erkenntnis sind bestimmt durch die begrenzte Größe unserer Erkenntniswerkzeuge; und die lässt sich aufstocken
    Content
    Mit Kapiteln zu: Russells Paradoxon - Hilberts Rettungsversuch - Die Gödel'sche Unvollständigkeit - Turings Maschine - Der Zufall in der Mathematik - Information und Entropie
    Date
    31.12.1996 19:29:41
    Field
    Mathematik
  20. Harris, M.: Contexts of justification (2001) 0.07 
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    Field
    Mathematik
    Footnote
    Erwiderung auf: Graham, L.R.: Do mathematical equations display social attributes? in: Mathematical intelligencer 22(2000) no.3, S.31-36
    Source
    Mathematical intelligencer. 23(2001) no.1, S.18-22

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