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  1. Seufert, S.; Mayr, P.: Fachlexikon e-le(at)rning : Wegweiser durch das e-Vokabular (2002) 0.15 
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  2. Boeuf, P. le: ¬Die Auswirkungen des FRBR Modells auf die zukünftigen Revisionen des ISBD : eine Herausforderung für die Sektion Katalogisierung der IFLA (2001) 0.13 
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  3. Winterhoff-Spurk, P.: Auf dem Weg in die mediale Klassengesellschaft : Psychologische Beiträge zur Wissenskluft-Forschung (1999) 0.11 
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    Date
    8.11.1999 19:22:39
    Source
    Medien praktisch. 1999, H.3, S.17-22
  4. Zschunke, P.; Svensson, P.: Bücherbrett für alle Fälle : Geräte-Speicher fassen Tausende von Seiten (2000) 0.10 
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    Date
    3. 5.1997 8:44:22
    18. 6.2000 9:11:22
  5. Schön, J.: Zum Gedenken an Paul Otlet : 1868-1944 (1968) 0.10 
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    Biographed
    Otlet, P.
    Source
    DK-Mitteilungen. 13(1968) Nr.6, S.21-22
  6. Thun, H.-P.: "At your fingertip"? : Auskunfts- und Informationsdienst bei uns noch Entwicklungsland (1970) 0.10 
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    Source
    Bücherei und Bildung. 22(1970), S.63-71
  7. Boeuf, P. le: "Zwischen Traum und Wirklichkeit" : die FRBR-Theorisierung und einige FRBR-Anwendungen (2004) 0.09 
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  8. Delahaye, J.-P.: PI: Die Story (1999) 0.09 
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    Abstract
    Der berühmte Physiker Richard P. Feynman sagte einmal: "In einem Glas Wein steckt das ganze Universum". Die ganze Mathematik steckt dagegen, so könnte man nach der Lektüre von Pi, die Story von Jean-Paul Delahaye meinen, in der Zahl Pi. Tatsache: Was den Physikern ihr Doppelspaltexperiment, ist dem Mathematiker die Kreiszahl -- eigentlich sollte sie nur das Verhältnis zwischen Umfang und Durchmesser eines Kreises definieren, aber im Laufe der Jahrhunderte entpuppte sie sich als Störenfried, der Rechengelehrten das Leben gehörig zur Hölle machte. Wie kann eine einfache Zahl Generationen von Mathematikern zur Verzweiflung treiben? Wieso verbrachten Gelehrte Jahrzehnte damit, wenige Nachkommastellen dieser Zahl auszurechnen -- wie zum Beispiel der Mathematiker Rutherford, der sich dummerweise ab der 152. Stelle verrechnete und daher genausogut fünf Jahre seines Lebens auf den Bahamas hätte Urlaub machen können? Wieso verbringen erwachsene Menschen ihre Zeit damit, in engen, mit Computern vollgestopften Zimmern zu hausen, die nicht beheizt, aber trotzdem warm sind von der Abwärme von Computerprozessoren, die auf der Suche nach Regelmäßigkeiten in der Zahl Pi sind? Genau das ist Delahayes Thema, und genau das hebt sein Werk aus der Masse vieler populärwissenschaftlicher Bücher zu ähnlichen Themen heraus: Der Autor macht nicht nur Forschung begreifbar, sondern steckt regelrecht an mit seiner Begeisterung für Pi. Wußten Sie, daß die Zahl Pi in den bisher gefundenen Nachkommastellen dieser Zahl -- statistisch verschlüsselt -- ihrerseits verborgen ist? Daß Pi in der Bibel vorkommt (allerdings mit einem lausigen Näherungswert)? Daß es eine Formel gibt, die Nachkommastellen liefert, die bis zur 42 Milliardsten Nachkommastelle mit denen von Pi identisch sind, danach aber nicht mehr -- und niemand weiß warum? Dies und noch viel, viel mehr Staunenswertes breitet Delahaye vor seinen Lesern aus, er stellt Mathematiker vor, die sich über Pi und ähnliche Zahlenmonster den Kopf zerbrochen haben: Leibnitz, Euler, Ramanujan -- dieses früh verstorbene Genie, das "mal eben" Formeln auf Notizblätter werfen konnte, die Mathematikern bis heute die Tränen in die Augen schießen lassen. Delahaye zeigt die brillianten Ideen, mit denen er und seine Kollegen heute ihren Problemen zu Leibe rücken, erklärt elegante Beweise, durchdachte Computeralgorithmen und faszinierende Skurrilitäten, wie zum Beispiel eine Zahl, die man zwar definieren, aber niemals berechnen kann. Wer sich auf dieses Buch einläßt, braucht als Nichtmathematiker schon etwas Mut -- denn Delahaye fordert seinen Lesern einiges ab: Unendliche Reihen, Zahlentheorie, wirklich knackige Algebra. Und manchmal geht der Computerexperte mit ihm durch -- möglich, daß nicht alle seine Kollegen alles unterschreiben würden, was er z.B. in Sachen rechnergestützte Mathematik von sich gibt. Aber viele der Schätze in diesem Buch kann man auch heben, ohne sich ein mathematisches Handbuch an die Seite legen zu müssen: Hier ist eben der gesunde Menschenverstand endlich wieder gefragt. "Pi ist ein Spielverderber", "Pi ist überall", "Pi ist eine Falle". Dieses Buch auch -- und eine Herausforderung.
    Content
    Einheitssacht.: Le fascinant nombre p [Pi]
    Date
    20. 3.2008 14:22:43
  9. Petry, W.: Datenreisen billiger : wie man Telekommunikationskosten sparen kann (1994) 0.09 
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    Object
    DATEX-P
    Source
    Cogito. 10(1994) H.4, S.17-22
  10. Friedmann, P.; Maske, J.; Müller, M.: Wie Katalogisate entstehen und wer sie macht (1996) 0.09 
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    Date
    16.10.1996 9:22:55
  11. Großjohann, K.: Gathering-, Harvesting-, Suchmaschinen (1996) 0.08 
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    Date
    7. 2.1996 22:38:41
    Pages
    22 S
    Type
    p
  12. Gretz, M.; Stappel, P.; Schmitt, R.-D.; Thomas, M.: Inhouse-Datenbank : ein Luxus? (1993) 0.07 
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    Source
    Technik und Information: Markt, Medien und Methoden. Deutscher Dokumentartag 1992, Technische Universität Berlin, 22.-25.9.1992. Hrsg.: W. Neubauer u. K.-H. Meier
  13. Jaenecke, P.: Wozu Wissensorganisation? (1995) 0.07 
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  14. Zschunke, P.: Gefährliche Liebesgrüße : Neues Computervirus verbreitet sich rasend schnell - Betriebe fahren Systeme herunter (2000) 0.07 
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  15. Kepplinger, H.M.: Abschied von der Objektivität? : Information und Realität (1996) 0.07 
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    Zukunft des Fernsehens: Beiträge zur Ethik der Fernsehkultur. Hrsg.: P. Bubmann u.a
  16. Zschunke, P.: Intelligenz nach Bauplan : "Computer sind dumm" - mit diesem Vorurteil muß man wohl in Zukunft vorsichtig sein. Neuronale Netze simulieren den Schaltplan des Gehirns. Sie sind lernfähig und fehlertolerant (1997) 0.07 
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  17. Somm, F.; Klein, P.: Freispruch für Somm (2000) 0.07 
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  18. Monnerjahn, P.: Vorsprung ohne Technik : Übersetzen: Computer und Qualität (2000) 0.07 
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  19. Pohl, A.; Danowski, P.: Linked Open Data in der Bibliothekswelt : Überblick und Herausforderungen (2015) 0.07 
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  20. Schleifenbaum, P.: DK im Südwestverbund (SWB) : Vortragsmanuskript (1991) 0.07 
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