Entzifferte Geheimnisse : Methoden und Maximen der Kryptologie. - gebunden oder broschiert

EAN (ISBN-13): 9783540626329
ISBN (ISBN-10): 3540626328
Gebundene Ausgabe
Erscheinungsjahr: 1997
Herausgeber: Springer

Buch in der Datenbank seit 2007-05-30T22:20:42+02:00 (Vienna)
Detailseite zuletzt geändert am 2024-02-15T18:37:51+01:00 (Vienna)
ISBN/EAN: 3540626328

ISBN - alternative Schreibweisen:
3-540-62632-8, 978-3-540-62632-9
Alternative Schreibweisen und verwandte Suchbegriffe:
Autor des Buches: friedrich bauer
Titel des Buches: entzifferte geheimnisse methoden und maximen der kryptologie, entzifferte geheimniss, entziff geheimn

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Daten vom Verlag:

Autor/in: Friedrich L. Bauer
Titel: Entzifferte Geheimnisse - Methoden und Maximen der Kryptologie
Verlag: Springer; Springer Berlin
472 Seiten
Erscheinungsjahr: 1997-05-30
Berlin; Heidelberg; DE
Gedruckt / Hergestellt in Deutschland.
Gewicht: 0,865 kg
Sprache: Deutsch
51,35 € (DE)

BB; Book; Hardcover, Softcover / Informatik, EDV/Informatik; Kryptografie, Verschlüsselungstechnologie; Verstehen; Codierung; Kryptanalyse; Shannon; Kryptologie; Public Keys; Kryptographie; Kommunikation; Öffentliche Schlüssel; Kryptoanalyse; Öffentliche Schlüssel/public keys; Informationstheorie; Kryptosystem; Kryptosysteme; Information; A; Data Encryption; Computer Science; Coding and Information Theory; Number Theory; Kodierungstheorie und Verschlüsselung (Kryptologie); Informationstheorie; Zahlentheorie; BB; BC; EA; BB

... ein wahres Lesevergnügen für jedermann ... Wenn's schwierig wird, hilft die Fülle von ausgiebig behandelten Beispielen." (Thomas von Randow, "Die Zeit") "Wer über elementare mathematische Kenntnisse verfügt, wird auch die fachlicheren Kapitel des Buches mit Gewinn lesen." 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In der Neuauflage wird das aktuelle Thema "Kryptographie und Grundrechte" aufgenommen und der systematische Vergleich der Kryptanalysemethoden erweitert. Das Buch setzt nur mathematische Grundkenntnisse voraus. Mit spannenden und unterhaltsamen Geschichten aus der historischen Kryptologie gewürzt, ist es auch für Laien reizvoll zu lesen.";}}}i:1;a:2:{s:4:"NAME";s:11:"TextContent";s:5:"CHILD";a:3:{i:0;a:2:{s:4:"NAME";s:8:"TextType";s:5:"CDATA";s:2:"03";}i:1;a:2:{s:4:"NAME";s:15:"ContentAudience";s:5:"CDATA";s:2:"03";}i:2;a:4:{s:4:"NAME";s:4:"Text";s:5:"ATTRS";a:1:{s:10:"textformat";s:2:"05";}s:5:"CHILD";a:2:{i:0;a:2:{s:4:"NAME";s:1:"i";s:5:"CDATA";s:13:"Kryptographie";}i:1;a:2:{s:4:"NAME";s:1:"i";s:5:"CDATA";s:12:"Kryptanalyse";}}s:5:"CDATA";s:399:", mit Hinweisen zur Beurteilung der Verfahrenssicherheit. In der Neuauflage wird das aktuelle Thema "Kryptographie und Grundrechte" aufgenommen und der systematische Vergleich der Kryptanalysemethoden erweitert. Das Buch setzt nur mathematische Grundkenntnisse voraus. Mit spannenden und unterhaltsamen Geschichten aus der historischen Kryptologie gewürzt, ist es auch für Laien reizvoll zu lesen.";}}}i:2;a:2:{s:4:"NAME";s:11:"TextContent";s:5:"CHILD";a:3:{i:0;a:2:{s:4:"NAME";s:8:"TextType";s:5:"CDATA";s:2:"04";}i:1;a:2:{s:4:"NAME";s:15:"ContentAudience";s:5:"CDATA";s:2:"00";}i:2;a:3:{s:4:"NAME";s:4:"Text";s:5:"ATTRS";a:1:{s:10:"textformat";s:2:"06";}s:5:"CDATA";s:6685:"I: Kryptographie.- Die Leute.- 1 Einleitender Überblick.- 1.1 Kryptographie und Steganographie.- 1.2 Semagramme.- 1.3 Maskierung.- 1.4 Stichworte.- 1.5 Verschleierung: Würfel.- 1.6 Verschleierung: Raster.- 1.7 Klassifizierung der kryptographischen Methoden.- 2 Aufgabe und Methode der Kryptographie.- 2.1 Charakter der Kryptographie.- 2.2 Chiffrierung.- 2.3 Chiffrierschritt-System.- 2.4 Polyphonie.- 2.5 Zeichenvorräte.- 2.6 Schlüssel.- 3 Chiffrierschritte: Einfache Substitution.- 3.1 Fall $$ {V^{{(1)}}} \\to W $$ (unipartite einfache Substitution).- 3.2 Spezialfälle V ? W und V ? V.- 3.3 Fall $$ {V^{{(1)}}} \\to {W^m} $$, m > 1.- 3.4 Der allgemeine Fall $$ {V^{{(1)}}} \\to {W^{{(m)}}} $$ Spreizen.- 4 Chiffrierschritte: Polygraphische Substitution und Codierung.- 4.1 Der Fall $$ {V^{{(2)}}} \\to {W^{{(m)}}} $$ von Bigramm-Substitutionen.- 4.2 Spezialfälle von Playfair und Delastelle:.- Tomographische Verfahren.- 4.3 Der Fall $$ {V^{{(3)}}} \\to {W^{{(m)}}} $$ von Trigramm-Substitutionen.- 4.4 Der allgemeine Fall $$ {V^{{(n)}}} \\to {W^{{(m)}}} $$: Codes.- 5 Chiffrierschritte: Lineare Substitution.- 5.1 Involutorische lineare Substitutionen.- 5.2 Homogene und inhomogene lineare Substitutionen.- 5.3 Binäre lineare Substitutionen.- 5.4 Allgemeine lineare Substitutionen.- 5.5 Zerfallende lineare Substitutionen.- 5.6 Übergreifende Alphabete.- 5.7 Lineare Substitutionen mit Dezimalzahlen und Dualzahlen.- 6 Chiffrierschritte: Transposition.- 6.1 Einfachste Verfahren.- 6.2 Spalten-Transpositionen.- 6.3 Anagramme.- 7 Polyalphabetische Chiffrierung: Begleitende Alphabete..- 7.1 Potenzierung.- 7.2 Verschobene und rotierte Alphabete.- 7.3 Rotor-Maschinen.- 7.4 Verschobene Standardalphabete: Vigenère und Beaufort.- 7.5 Unabhängige Alphabete.- 8 Polyalphabetische Chiffrierung: Schlüssel.- 8.1 Frühe Verfahren mit periodischen Schlüsseln.- 8.2 „Doppelter Schlüssel“.- 8.3 Vernam-Chiffrierung.- 8.4 Quasi-nichtperiodische Schlüssel.- 8.5 Maschinen mit Schlüsselerzeugern.- 8.6 Bildung von Schlüsselfolgen durch Iteration.- 8.7 Nichtperiodische Schlüssel.- 8.8 Individuelle Einmal-Schlüssel.- 8.9 Schlüsselverwaltung.- 9 Komposition von Chiffrierverfahren.- 9.1 Gruppeneigenschaft.- 9.2 Überchiffrierung.- 9.3 Ähnlichkeit von Chiffrierverfahrenen.- 9.4 Durchmischung nach Shannon.- 9.5 Durchmischung durch arithmetische Operationen.- 9.6 DES und IDEA.- 10 Öffentliche Chiffrierschlüssel.- 10.1 Symmetrische und asymmetrische Chiffrierverfahren.- 10.2 Einweg-Funktionen.- 10.3 RSA-Verfahren.- 10.4 Anmerkungen zur Sicherheit von RSA.- 10.5 Geheimhaltung versus Authentisierung.- 10.6 Sicherheit der öffentlichen Chiffrierverfahren.- 11 Chiffriersicherheit.- 11.1 Chiffrierfehler.- 11.2 Maximen der Kryptologie.- 11.3 Shannons Maßstäbe.- 11.4 Kryptologie und Grundrechte.- II: Kryptanalyse.- Die Maschinerie.- 12 Ausschöpfung der kombinatorischen Komplexität.- 12.1 Monoalphabetische einfache Chiffrierungen.- 12.2 Monoalphabetische polygraphische Chiffrierungen.- 12.3 Polyalphabetische Chiffrierungen.- 12.4 Allgemeine Bemerkungen.- 12.5 Die Exhaustionsmethode.- 12.6 Unizitätslänge.- 12.7 Praktische Durchführung der Exhaustion.- 12.8 Mechanisierung der Exhaustion.- 13 Anatomie der Sprache: Muster.- 13.1 Invarianz der Wiederholungsmuster.- 13.2 Ausschließung von Chiffrierverfahren.- 13.3 Mustersuche.- 13.4 Mustersuche bei polygraphischer Chiffrierung.- 13.5 Die Methode des wahrscheinlichen Wortes.- 13.6 Maschinelle Exhaustion der Belegungen eines Musters.- 13.7 Pangramme.- 14 Polyalphabetischer Fall: Wahrscheinliche Wörter.- 14.1 Nichtübereinstimmung von Mustern.- 14.2 Binäre negative Mustersuche bei Porta-Alphabeten.- 14.3 Mustersuche bei bekannten Alphabeten — De Viaris.- 14.4 Zick-Zack-Exhaustion möglicher Wortlagen.- 14.5 Isomorphie-Methode.- 14.6 Verdeckte Klartext-Geheimtext-Kompromittierung.- 15 Anatomie der Sprache: Häufigkeit.- 15.1 Ausschließung von Chiffrierverfahren.- 15.2 Invarianz der Partitionen.- 15.3 Intuitive Häufigkeitserkennung: Häufigkeitsgebirge.- 15.4 Häufigkeitsreihenfolge.- 15.5 Cliquen und Partitionsanpassung.- 15.6 Abstandsminimierung.- 15.7 Häufigkeit von Multigrammen.- 15.8 Die kombinierte Methode der Häufigkeitserkennung.- 15.9 Häufigkeitserkennung für polygraphische Substitutionen.- 15.10 Freistil-Methoden.- 15.11 Nochmals: Unizitätslänge.- 16 Kappa und Chi.- 16.1 Definition und Invarianz von Kappa.- 16.2 Definition und Invarianz von Chi und Psi.- 16.3 Das Kappa-Chi-Theorem.- 16.4 Das Kappa-Phi-Theorem.- 16.5 Symmetrische Funktionen der Zeichenhäufigkeiten.- 17 Periodenanalyse.- 17.1 Friedmans Periodenbestimmung durch Kappa-Test.- 17.2 Kappa-Test für Multigramme.- 17.3 Maschinelle Kryptanalyse.- 17.4 Parallelstellensuche nach Kasiski.- 17.5 Kolonnenbildung und Phi-Test nach Kuliback.- 17.6 Eine Abschätzung für die Periodenlänge.- 18 Zurechtrücken begleitender Alphabete.- 18.1 Durchdecken der Häufigkeitsgebirge.- 18.2 Chi-Test: Zurechtrücken gegen bekanntes Alphabet.- 18.3 Chi-Test: Gegenseitiges Zurechtrücken begleitender Alphabete..- 18.4 Wiedergewinnung des Referenzalphabets.- 18.5 Kerckhoffs’ symétrie de position.- 18.6 Abstreifen einer Überchiffrierung: Differenzenmethode.- 18.7 Entziffern des Codes.- 18.8 Rekonstruktion des Kennwortes.- 19 Kompromittierung.- 19.1 Kerckhoffs’ Superimposition.- 19.2 Superimposition für Chiffrierungen mit einer Schlüsselgruppe.- 19.3 Phasenrichtige Superimposition von überchiffriertem Code.- 19.4 Geheimtext-Geheimtext-Kompromittierung.- 19.5 Eine Methode von Sinkov.- 19.6 Geheimtext-Geheimtext-Kompromittierung: Textverdopplung...- 19.7 Klartext-Geheimtext-Kompromittierung: Rückkoppelpläne.- 20 Lineare Basisanalyse.- 20.1 Reduktion linearer polygraphischer Substitutionen.- 20.2 Rekonstruktion eines durch lineare Iteration erzeugten Schlüssels.- 20.3 Rekonstruktion eines linearen Schieberegisters.- 21 Anagrammieren.- 21.1 Einfache Transposition.- 21.2 Doppelte Spaltentransposition.- 21.3 Multiples Anagrammieren.- 22 Abschließende Bemerkungen.- 22.1 Geglückte Entzifferungen.- 22.2 Arbeitsweise des unbefugten Entzifferers.- 22.3 Kommunikationstheoretische Bedeutung der Kryptologie.- A Anhang: Perfekte Sicherheit und praktische Sicherheit.- A.1 Axiome einer axiomatischen Informationstheorie.- A.2 Informationstheorie von Chiffrierungen.- A.3 Perfekte und i-verschlüsselnde Chiffriersysteme.- A.4 Shannonscher Hauptsatz.- A.5 Unizitätslänge und Codekomprimierung.- A.6 Unmöglichkeit einer konstruktiven vollständigen Unordnung.- B Anhang: Kryptologische Geräte und Maschinen im Deutschen Museum München.- Literatur.- Namen- und 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Wenn's schwierig wird, hilft die Fülle von ausgiebig behandelten Beispielen." (Thomas von Randow, "Die Zeit") "Wer über elementare mathematische Kenntnisse verfügt, wird auch die fachlicheren Kapitel des Buches mit Gewinn lesen." (Norbert Lossau, "Die Welt") "The best single book on cryptology today" (David Kahn, "Cryptologia")";}}}i:5;a:2:{s:4:"NAME";s:11:"TextContent";s:5:"CHILD";a:3:{i:0;a:2:{s:4:"NAME";s:8:"TextType";s:5:"CDATA";s:2:"11";}i:1;a:2:{s:4:"NAME";s:15:"ContentAudience";s:5:"CDATA";s:2:"02";}i:2;a:3:{s:4:"NAME";s:4:"Text";s:5:"ATTRS";a:1:{s:10:"textformat";s:2:"06";}s:5:"CDATA";s:437:"Diese Darstellung der uralten Wissenschaft der Geheimschriften, ihres Gebrauchs und ihrer Analyse, der Kryptologie, reicht von der Geschichte über ihre Bedeutung für staatliche Nachrichtendienste bis hin zu ihrer Nutzung in öffentlichen und privaten Netzen. Eingeflochten sind zahlreiche Anekdoten, die das Buch zu einem "wahren Lesevergnügen für jedermann" (Thomas von Randow, "Die Zeit") machen. - Vorläufig!!! 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Die Reise „In 80 Diners um die Welt“ nimmt ihren Ursprung im weltbekannten und mehrmals verfilmten Roman von Jules Verne „In 80 Tagen um die Welt“. An den Stationen, die sein Held Phileas Fogg und dessen Diener Jean Passepartout auf ihrer Reise berühren, zeigt sich das ganze Spektrum der Küchentraditionen rund um den Globus. Die „80 Diners“ beginnen mit einem Frühstück des Mr. Fogg im Londoner Club. Es folgen englische und französische Menüs, ägyptische, indische, chinesische und japanische Gerichte und selbstverständlich ausgiebige Diners auf Transatlantik-Dampfern. 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