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  1. <<A>> structuralist theory of logic
    Author: Koslow, Arnold
    Published: 1992
    Publisher:  Cambridge Univ. Press, Cambridge [u.a.]

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    Source: Union catalogues
    Language: English
    Media type: Book
    Format: Print
    ISBN: 0521412676
    RVK Categories: CC 2600 ; SK 130
    Edition: 1. publ.
    Subjects: Logic, Symbolic and mathematical; Implication (Logic); Structuralism
    Scope: XI, 418 S., graph. Darst.
    Notes:

    Literaturverz. S. [410] - 413
  2. <<A>> structuralist theory of logic
    Author: Koslow, Arnold
    Published: 2005
    Publisher:  Cambridge Univ. Press, Cambridge [u.a.]

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    Source: Union catalogues
    Language: English
    Media type: Book
    Format: Print
    ISBN: 9780521412674; 0521412676; 9780521023726; 0521023726
    RVK Categories: CC 2600 ; SK 130
    Edition: 1. digit. print., 1. publ. 1992
    Subjects: Logic, Symbolic and mathematical; Implication (Logic); Structuralism
    Scope: XI, 418 S., graph. Darst.
    Notes:

    Literaturverz. S. [410] - 413
  3. <<The>> dialectical questions
    Erotemata dialectices
    Author: Melanchthon, Philipp
    Published: [2021]; © 2021
    Publisher:  Brill, Leiden ; Boston

    "The Dialectical Questions offers an English translation of the Erotemata Dialectices, the final and fullest textbook on the art of argumentation written by the reformer and educational innovator Philip Melanchthon (1497-1560). Representing an era... more

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    "The Dialectical Questions offers an English translation of the Erotemata Dialectices, the final and fullest textbook on the art of argumentation written by the reformer and educational innovator Philip Melanchthon (1497-1560). Representing an era when rhetoric and dialectic were seen as interdependent, companion arts, Melanchthon's textbook was widely used in Protestant Latin schools and universities during the Reformation. The translation tracks revisions to the text across its lifetime editions (1547-1560) and traces its classical sources. The introduction chronicles the personal and political upheavals that Melanchthon experienced during its composition, and provides an overview of its rich and complex content. It then focuses on the unique feature that sets this work apart from other early modern dialectics: its many sample arguments drawn from medicine and natural philosophy"--

     
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    Source: Union catalogues
    Contributor: Fahnestock, Jeanne (Übersetzer)
    Language: English
    Media type: Ebook
    Format: Online
    ISBN: 9789004466388
    Other identifier:
    Series: International studies in the history of rhetoric ; volume 15
    Subjects: Dialectic; Logic, Symbolic and mathematical
    Scope: 1 Online-Ressource (viii, 495 Seiten)
  4. A structuralist theory of logic
    Author: Koslow, Arnold
    Published: 1992
    Publisher:  Cambridge Univ. Press, Cambridge u.a.

    Professor Koslow advances a new account of the basic concepts of logic. A central feature of the theory is that is does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of implication as a way of... more

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    Professor Koslow advances a new account of the basic concepts of logic. A central feature of the theory is that is does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of implication as a way of organizing the formal results of various systems of logic in a simple but insightful way. The study has four parts. In the first two parts the various sources of the general concept of an implication structure and its forms are illustrated and explained. Part III defines the various logical operations and systematically explores their properties. A generalized account of extensionality and dual implication is followed by a substantial treatment of the extensionality of each of the operators, as well as the relation of negation and its dual, because of the novel results they yield. Part IV considers modal operators and examines their interactions with logical operators. By obtaining the usual results without the usual assumptions, this new approach allows one to give a very simple account of modal logic, minus the excess baggage of possible world semantics. The book is aimed at philosophers, logicians, mathematicians, linguists, and computer scientists. It will be accessible to advanced undergraduates and graduates in those fields.

     
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    Source: Philologische Bibliothek, FU Berlin
    Language: English
    Media type: Book
    ISBN: 0521412676
    RVK Categories: CC 2600
    Edition: 1. publ.
    Subjects: Implication (Logique); Logica; Logique symbolique et mathématique; Modale logica; Operatoren; Structuralisme; Logik; Implication (Logic); Logic, Symbolic and mathematical; Structuralism; Mathematische Logik; Logik; Strukturalismus
    Scope: XI, 418 S., graph. Darst.
  5. A structuralist theory of logic
    Author: Koslow, Arnold
    Published: 1992
    Publisher:  Cambridge Univ. Press, Cambridge u.a.

    Professor Koslow advances a new account of the basic concepts of logic. A central feature of the theory is that is does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of implication as a way of... more

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    Professor Koslow advances a new account of the basic concepts of logic. A central feature of the theory is that is does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of implication as a way of organizing the formal results of various systems of logic in a simple but insightful way. The study has four parts. In the first two parts the various sources of the general concept of an implication structure and its forms are illustrated and explained. Part III defines the various logical operations and systematically explores their properties. A generalized account of extensionality and dual implication is followed by a substantial treatment of the extensionality of each of the operators, as well as the relation of negation and its dual, because of the novel results they yield. Part IV considers modal operators and examines their interactions with logical operators. By obtaining the usual results without the usual assumptions, this new approach allows one to give a very simple account of modal logic, minus the excess baggage of possible world semantics. The book is aimed at philosophers, logicians, mathematicians, linguists, and computer scientists. It will be accessible to advanced undergraduates and graduates in those fields.

     
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  6. A structuralist theory of logic
    Author: Koslow, Arnold
    Published: 2005
    Publisher:  Cambridge University Press, Cambridge [u.a.]

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    Source: Union catalogues
    Language: English
    Media type: Book
    Format: Print
    ISBN: 0521023726; 0521412676; 9780521023726; 9780521412674
    Other identifier:
    9780521023726
    RVK Categories: CC 2600 ; SK 130
    Edition: Digitally printed first paperback version
    Subjects: Logic, Symbolic and mathematical; Implication (Logic); Structuralism; Logic, Symbolic and mathematical; Implication (Logic); Structuralism
    Scope: XI, 418 S, graph. Darst, 23 cm
    Notes:

    Originally published: Cambridge [England] ; New York : Cambridge University Press, 1992. - Includes bibliographical references (p. [410]-413) and index
  7. A structuralist theory of logic
    Author: Koslow, Arnold
    Published: 1992; Mai 2010
    Publisher:  Cambridge University Press, Cambridge

    In this 1992 book, Professor Koslow advances an account of the basic concepts of logic. A central feature of the theory is that it does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of... more

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    In this 1992 book, Professor Koslow advances an account of the basic concepts of logic. A central feature of the theory is that it does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of implication as a way of organizing the formal results of various systems of logic in a simple, but insightful way. The study has four parts. In the first two parts the various sources of the general concept of an implication structure and its forms are illustrated and explained. Part 3 defines the various logical operations and systematically explores their properties. A generalized account of extensionality and dual implication is given, and the extensionality of each of the operators, as well as the relation of negation and its dual, are given substantial treatment because of the novel results they yield. Part 4 considers modal operators and studies their interaction with logical operators. By obtaining the usual results without the usual assumptions this new approach allows one to give a very simple account of modal logic minus the excess baggage of possible world semantics

     
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    Volltext (lizenzpflichtig)
    Source: Staatsbibliothek zu Berlin
    Language: English
    Media type: Ebook
    Format: Online
    ISBN: 9780511609206
    Other identifier:
    RVK Categories: CC 2600
    Subjects: Structuralism; Implication (Logic); Logic, Symbolic and mathematical; Mathematische Logik; Strukturalismus; Logic, Symbolic and mathematical; Implication (Logic); Structuralism
    Scope: 1 Online-Ressource (xi, 418 pages), digital, PDF file(s)
    Notes:

    Title from publisher's bibliographic system (viewed on 05 Oct 2015)
  8. A structuralist theory of logic
    Author: Koslow, Arnold
    Published: 2005
    Publisher:  Cambridge University Press, Cambridge [u.a.]

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    Source: Union catalogues
    Language: English
    Media type: Book
    Format: Print
    ISBN: 0521023726; 0521412676; 9780521023726; 9780521412674
    Other identifier:
    9780521023726
    RVK Categories: CC 2600 ; SK 130
    Edition: Digitally printed first paperback version
    Subjects: Logic, Symbolic and mathematical; Implication (Logic); Structuralism; Logic, Symbolic and mathematical; Implication (Logic); Structuralism
    Scope: XI, 418 S, graph. Darst, 23 cm
    Notes:

    Originally published: Cambridge [England] ; New York : Cambridge University Press, 1992. - Includes bibliographical references (p. [410]-413) and index
  9. A structuralist theory of logic
    Author: Koslow, Arnold
    Published: 1992
    Publisher:  Cambridge Univ. Press, Cambridge [u.a.]

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    Source: Union catalogues
    Language: English
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    Format: Print
    ISBN: 0521412676
    RVK Categories: CC 2600
    Edition: 1. publ.
    Subjects: Logic, Symbolic and mathematical; Implication (Logic); Structuralism
    Scope: XI, 418 S, graph. Darst, 24 cm
    Notes:

    Literaturverz. S. [410] - 413

    Literaturverz. S. [410] - 413
  10. A structuralist theory of logic
    Author: Koslow, Arnold
    Published: 1992
    Publisher:  Cambridge University Press, Cambridge

    In this 1992 book, Professor Koslow advances an account of the basic concepts of logic. A central feature of the theory is that it does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of... more

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    In this 1992 book, Professor Koslow advances an account of the basic concepts of logic. A central feature of the theory is that it does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of implication as a way of organizing the formal results of various systems of logic in a simple, but insightful way. The study has four parts. In the first two parts the various sources of the general concept of an implication structure and its forms are illustrated and explained. Part 3 defines the various logical operations and systematically explores their properties. A generalized account of extensionality and dual implication is given, and the extensionality of each of the operators, as well as the relation of negation and its dual, are given substantial treatment because of the novel results they yield. Part 4 considers modal operators and studies their interaction with logical operators. By obtaining the usual results without the usual assumptions this new approach allows one to give a very simple account of modal logic minus the excess baggage of possible world semantics

     
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    Volltext (URL des Erstveröffentlichers)
    Source: Union catalogues
    Language: English
    Media type: Ebook
    Format: Online
    ISBN: 9780511609206
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    RVK Categories: CC 2500 ; CC 2600 ; SK 130
    Subjects: Logic, Symbolic and mathematical; Implication (Logic); Structuralism; Strukturalismus; Mathematische Logik; Logik; Belnap-Programm
    Scope: 1 online resource (xi, 418 pages)
    Notes:

    Title from publisher's bibliographic system (viewed on 05 Oct 2015)
  11. A structuralist theory of logic
    Author: Koslow, Arnold
    Published: 1992; Mai 2010
    Publisher:  Cambridge University Press, Cambridge

    In this 1992 book, Professor Koslow advances an account of the basic concepts of logic. A central feature of the theory is that it does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of... more

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    In this 1992 book, Professor Koslow advances an account of the basic concepts of logic. A central feature of the theory is that it does not require the elements of logic to be based on a formal language. Rather, it uses a general notion of implication as a way of organizing the formal results of various systems of logic in a simple, but insightful way. The study has four parts. In the first two parts the various sources of the general concept of an implication structure and its forms are illustrated and explained. Part 3 defines the various logical operations and systematically explores their properties. A generalized account of extensionality and dual implication is given, and the extensionality of each of the operators, as well as the relation of negation and its dual, are given substantial treatment because of the novel results they yield. Part 4 considers modal operators and studies their interaction with logical operators. By obtaining the usual results without the usual assumptions this new approach allows one to give a very simple account of modal logic minus the excess baggage of possible world semantics

     
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    Volltext (lizenzpflichtig)
    Source: Staatsbibliothek zu Berlin
    Language: English
    Media type: Ebook
    Format: Online
    ISBN: 9780511609206
    Other identifier:
    RVK Categories: CC 2600
    Subjects: Structuralism; Implication (Logic); Logic, Symbolic and mathematical; Mathematische Logik; Strukturalismus; Logic, Symbolic and mathematical; Implication (Logic); Structuralism
    Scope: 1 Online-Ressource (xi, 418 pages), digital, PDF file(s)
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    Title from publisher's bibliographic system (viewed on 05 Oct 2015)
  12. Adevăr şi performanţă
    pretexte şi contexte semio-logice
    Author: Ioan, Petru
    Published: 1987
    Publisher:  Ed. Şt. şi Enciclopedică, Bucureşti

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    Source: Union catalogues
    Language: Romanian
    Media type: Book
    Subjects: Logic; Logic, Modern; Logic, Symbolic and mathematical; Semiotics; Truth; Literatursemiotik; Wirklichkeit
    Scope: 278 S., graph. Darst.
    Notes:

    Zsfassung in engl. u. franz. Sprache
  13. Aktion - Reaktion
    Zur Aktionslogik zweiphasiger narrativer Einheiten: Wiederherstellung, Vergeltung
    Author: Sladek, August
    Published: 1979
    Publisher:  Narr, Tübingen

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    Source: Union catalogues
    Language: German
    Media type: Book
    ISBN: 3878081030
    RVK Categories: ER 620 ; ET 760 ; ET 790
    Series: Tübinger Beiträge zur Linguistik. ; 103.
    Subjects: Discourse analysis; Logic, Symbolic and mathematical; Handlung; Erzählforschung; Handlungslogik
    Scope: 476 S.
  14. Aktion - Reaktion
    Zur Aktionslogik zweiphasiger narrativer Einheiten: Wiederherstellung, Vergeltung
    Author: Sladek, August
    Published: 1979
    Publisher:  Narr, Tübingen

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    Freie Universität Berlin, Universitätsbibliothek
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    Source: Philologische Bibliothek, FU Berlin; Staatsbibliothek zu Berlin
    Language: German
    Media type: Book
    ISBN: 3878081030
    RVK Categories: ER 620 ; ET 760 ; ET 790
    Series: Tübinger Beiträge zur Linguistik. ; 103.
    Subjects: Discourse analysis; Logic, Symbolic and mathematical; Handlung; Erzählforschung; Handlungslogik
    Scope: 476 S.
  15. Basic laws of arithmetic
    derived using concept-script ; vol. I & II
    Contributor: Frege, Gottlob (Hrsg.); Frege, Gottlob; Wright, Crispin (Hrsg.)
    Published: 2013
    Publisher:  Oxford Univ. Press, Oxford

    The first complete English translation of a groundbreaking work. An ambitious account of the relation of mathematics to logic. Includes a foreword by Crispin Wright, translators' Introduction, and an appendix on Frege's logic by Roy T. Cook. The... more

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    The first complete English translation of a groundbreaking work. An ambitious account of the relation of mathematics to logic. Includes a foreword by Crispin Wright, translators' Introduction, and an appendix on Frege's logic by Roy T. Cook. The German philosopher and mathematician Gottlob Frege (1848-1925) was the father of analytic philosophy and to all intents and purposes the inventor of modern logic. Basic Laws of Arithmetic, originally published in German in two volumes (1893, 1903), is Freges magnum opus. It was to be the pinnacle of Freges lifes work. It represents the final stage of his logicist project the idea that arithmetic and analysis are reducible to logic and contains his mature philosophy of mathematics and logic. The aim of Basic Laws of Arithmetic is to demonstrate the logical nature of mathematical theorems by providing gapless proofs in Frege's formal system using only basic laws of logic, logical inference, and explicit definitions. The work contains a philosophical foreword, an introduction to Frege's logic, a derivation of arithmetic from this logic, a critique of contemporary approaches to the real numbers, and the beginnings of a logicist treatment of real analysis. As is well-known, a letter received from Bertrand Russell shortly before the publication of the second volume made Frege realise that his basic law V, governing the identity of value-ranges, leads into inconsistency. Frege discusses a revision to basic law V written in response to Russells letter in an afterword to volume II. The continuing importance of Basic Laws of Arithmetic lies not only in its bearing on issues in the foundations of mathematics and logic but in its model of philosophical inquiry. Frege's ability to locate the essential questions, his integration of logical and philosophical analysis, and his rigorous approach to criticism and argument in general are vividly in evidence in this, his most ambitious work. Philip Ebert and Marcus Rossberg present the first full English translation of both volumes of Freges major work preserving the original formalism and pagination. The edition contains a foreword by Crispin Wright and an extensive appendix providing an introduction to Frege's formal system by Roy T. Cook. Readership: Scholars and advanced students in philosophy of logic, philosophy of mathematics, and early analytic philosophy --

     
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    Source: Union catalogues
    Contributor: Frege, Gottlob (Hrsg.); Frege, Gottlob; Wright, Crispin (Hrsg.)
    Language: English
    Media type: Book
    Format: Print
    ISBN: 9780199281749
    RVK Categories: SG 700 ; SK 130 ; CG 3397
    Edition: Vol. I & II, 1. ed.
    Subjects: Arithmetic; Logic, Symbolic and mathematical; Mathematics
    Other subjects: Array; Logic, Symbolic and mathematical
    Scope: Getr. Zählung, 24 cm
    Notes:

    Includes bibliographical references

    Translated from the German. - Includes bibliographical references

    Crispin WrightTranslator's introduction / Philip A. Ebert and Marcus Rossberg: Foreword

    Gottlob Frege: Basic laws of arithmetic

    Roy T. Cook.: First volume: Foreword, Table of contents, Introduction, Part I: Exposition of the concept-script, Part II: Proofs of the basic laws of cardinal number, Appendices ; Second volume: Table of contents, Part II: Proofs of the basic laws of cardinal number (continued), Part III: The real numbers, Appendices, Afterword ; Translator's notes ; Corrections ; Bibliography ; Appendix: How to read Grundgesetze
  16. Der Untergang von Mathemagika
    Ein Roman über eine Welt jenseits unserer Vorstellung
    Author: Kühlemann, Carl Gottlob
    Published: 2015
    Publisher:  Springer Spektrum, Berlin [u.a.]

    Was haben ein König und eine Prinzessin in der Mengenlehre zu suchen? Eine Menge! In dem fantastischen Königreich Mathemagika erleben die Freunde Prof und Dio eine abenteuerliche Geschichte um das rätselhafte Verschwinden eines Ministers, eine... more

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    Was haben ein König und eine Prinzessin in der Mengenlehre zu suchen? Eine Menge! In dem fantastischen Königreich Mathemagika erleben die Freunde Prof und Dio eine abenteuerliche Geschichte um das rätselhafte Verschwinden eines Ministers, eine bezaubernde Prinzessin - und einen der verrücktesten Sätze der Mathematik: das Banach-Tarski-Paradoxon. Es behauptet zum Beispiel, dass man eine Kugel von Erbsengröße in endlich vielen Teilen zu einer Kugel von Sonnengröße umbauen kann. Unmöglich? Der Untergang von Mathemagika ist eine neuartige Darstellung von Mathematik, die fesselt und hineinzieht. Es ist ein Vergnügen zu lesen, wie sich eins zum anderen fügt und am Ende alles zusammenpasst. Stimme zum Buch:  „Dass ein mathematischer Satz in der Hauptrolle ein so herrliches Theater machen kann, begeistert mich: Math Fiction mit Witz, Dramatik und Tiefe.“ Prof. Dr. Thomas Bedürftig, Universität Hannover Über den Autor: Karl Kuhlemann hat in Münster Mathematik studiert und arbeitet als Berater für Informationssicherheit. Die mathematischen Grundlagenfragen haben ihn seit dem Studium nicht mehr losgelassen. Der Untergang von Mathemagika ist sein erster Roman

     
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    Volltext (lizenzpflichtig)
    Source: Union catalogues
    Language: German
    Media type: Ebook
    Format: Online
    ISBN: 9783662459799
    Other identifier:
    RVK Categories: SN 300
    Subjects: Science (General); Logic, Symbolic and mathematical
    Scope: Online-Ressource (VIII, 171 S.), Ill
    Notes:

    1 Die Tonne des Diogenes2 Die Fütterung der Pinguine -- 3 Der König -- 4 Das Denkmal -- 5 Das Volk der Ausdehnungslosen I -- 6 Die Schlange -- 7 Das Volk der Ausdehnungslosen II -- 8 Die verrückten Schwestern -- 9 Der Krisenstab -- 10 Die Flucht -- 11 Die Prinzessin -- 12 Der Antilogos -- 13 Schluss.
  17. Der Untergang von Mathemagika
    Ein Roman über eine Welt jenseits unserer Vorstellung
    Author: Kühlemann, Carl Gottlob
    Published: 2015
    Publisher:  Springer Spektrum, Berlin [u.a.]

    Was haben ein König und eine Prinzessin in der Mengenlehre zu suchen? Eine Menge! In dem fantastischen Königreich Mathemagika erleben die Freunde Prof und Dio eine abenteuerliche Geschichte um das rätselhafte Verschwinden eines Ministers, eine... more

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    Was haben ein König und eine Prinzessin in der Mengenlehre zu suchen? Eine Menge! In dem fantastischen Königreich Mathemagika erleben die Freunde Prof und Dio eine abenteuerliche Geschichte um das rätselhafte Verschwinden eines Ministers, eine bezaubernde Prinzessin - und einen der verrücktesten Sätze der Mathematik: das Banach-Tarski-Paradoxon. Es behauptet zum Beispiel, dass man eine Kugel von Erbsengröße in endlich vielen Teilen zu einer Kugel von Sonnengröße umbauen kann. Unmöglich? Der Untergang von Mathemagika ist eine neuartige Darstellung von Mathematik, die fesselt und hineinzieht. Es ist ein Vergnügen zu lesen, wie sich eins zum anderen fügt und am Ende alles zusammenpasst. Stimme zum Buch:  „Dass ein mathematischer Satz in der Hauptrolle ein so herrliches Theater machen kann, begeistert mich: Math Fiction mit Witz, Dramatik und Tiefe.“ Prof. Dr. Thomas Bedürftig, Universität Hannover Über den Autor: Karl Kuhlemann hat in Münster Mathematik studiert und arbeitet als Berater für Informationssicherheit. Die mathematischen Grundlagenfragen haben ihn seit dem Studium nicht mehr losgelassen. Der Untergang von Mathemagika ist sein erster Roman

     
    Export to reference management software   RIS file
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    Volltext (lizenzpflichtig)
    Source: Union catalogues
    Language: German
    Media type: Ebook
    Format: Online
    ISBN: 9783662459799
    Other identifier:
    RVK Categories: SN 300
    Subjects: Science (General); Logic, Symbolic and mathematical
    Scope: Online-Ressource (VIII, 171 S.), Ill
    Notes:

    1 Die Tonne des Diogenes2 Die Fütterung der Pinguine -- 3 Der König -- 4 Das Denkmal -- 5 Das Volk der Ausdehnungslosen I -- 6 Die Schlange -- 7 Das Volk der Ausdehnungslosen II -- 8 Die verrückten Schwestern -- 9 Der Krisenstab -- 10 Die Flucht -- 11 Die Prinzessin -- 12 Der Antilogos -- 13 Schluss.
  18. Discovering Patterns in Mathematics and Poetry.
    Author: Birken, Marcia
    Published: 2008; ©2008.
    Publisher:  Editions Rodopi, Amsterdam

    You are invited to join a fascinating journey of discovery, as Marcia Birken and Anne C. Coon explore the intersecting patterns of mathematics and poetry - bringing the two fields together in a new way.Setting the tone with humor and illustrating... more

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    You are invited to join a fascinating journey of discovery, as Marcia Birken and Anne C. Coon explore the intersecting patterns of mathematics and poetry - bringing the two fields together in a new way.Setting the tone with humor and illustrating each chapter with countless examples, Birken and Coon begin with patterns we can see, hear, and feel and then move to more complex patterns. Number systems and nursery rhymes lead to the Golden Mean and sestinas. Simple patterns of shape introduce tessellations and concrete poetry. Fractal geometry makes fractal poetry possible. Ultimately, patterns for the mind lead to questions: How do mathematicians and poets conceive of proof, paradox, and infinity? What role does analogy play in mathematical discovery and poetic expression?The book will be of special interest to readers who enjoy looking for connections across traditional disciplinary boundaries. Discovering Patterns in Mathematics and Poetry features centuries of creative work by mathematicians, poets, and artists, including Fibonacci, Albrecht Dürer, M. C. Escher, David Hilbert, Benoit Mandelbrot, William Shakespeare, Edna St. Vincent Millay, Langston Hughes, E.E. Cummings, and many contemporary experimental poets. Original illustrations include digital photographs, mathematical and poetic models, and fractal imagery. Intro -- Discovering Patterns in Mathematics and Poetry -- Preface -- Table of Contents -- Introduction -- Chapter 1 - Counting Patterns -- Chapter 2 -Counting Patterns Take Form -- Chapter 3 - Patterns of Shape -- Chapter 4 - Fractal Patterns -- Chapter 5 - Patterns for the Mind -- Chapter 6 - Conclusion -- Bibliography -- Index.

     
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    Contributor: Coon, Anne C. (MitwirkendeR)
    Language: English
    Media type: Ebook
    Format: Online
    ISBN: 9789401205610
    RVK Categories: EC 2490
    Series: Internationale Forschungen zur Allgemeinen und Vergleichenden Literaturwissenschaft, 116 ; v.v. 116
    Internationale Forschungen Zur Allgemeinen und Vergleichenden Literaturwissenschaft Ser. ; v.v. 116
    Subjects: Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Poetics; Word problems (Mathematics); Electronic books ; local; Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Poetics; Word problems (Mathematics); Electronic books; Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Poetics; Word problems (Mathematics)
    Scope: 1 online resource (214 pages)
    Notes:

    Description based on publisher supplied metadata and other sources
  19. Discovering patterns in mathematics and poetry
    Author: Birken, Marcia
    Published: 2008
    Publisher:  Rodopi, Amsterdam

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    Language: English
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    ISBN: 9042023708; 9789042023703
    RVK Categories: EC 2490
    Series: Internationale Forschungen zur allgemeinen und vergleichenden Literaturwissenschaft ; 116
    Subjects: Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Poetics; Word problems (Mathematics); Lyrik; Mathematik
    Scope: 213 p.
    Notes:

    Includes bibliographical references (p. [199]-205) and index
  20. Discovering patterns in mathematics and poetry
    Author: Birken, Marcia
    Published: 2008
    Publisher:  Rodopi, Amsterdam

    Location:
    Kunsthistorisches Institut in Florenz, Max-Planck-Institut, Bibliothek
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    ISBN: 9042023708; 9789042023703
    RVK Categories: EC 2490
    Series: Internationale Forschungen zur allgemeinen und vergleichenden Literaturwissenschaft ; 116
    Subjects: Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Poetics; Word problems (Mathematics); Lyrik; Mathematik
    Scope: 213 p.
    Notes:

    Includes bibliographical references (p. [199]-205) and index
  21. Discovering patterns in mathematics and poetry
    Author: Birken, Marcia; Coon, Anne C.
    Published: 2008
    Publisher:  Rodopi, Amsterdam [u.a.]

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    Series: Internationale Forschungen zur allgemeinen und vergleichenden Literaturwissenschaft ; 116
    Subjects: Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Poetics; Word problems (Mathematics); Lyrik; Mathematik
    Scope: 213 S., Ill., graph. Darst.
    Notes:

    Literaturangaben
  22. Discovering patterns in mathematics and poetry
    Author: Birken, Marcia; Coon, Anne C.
    Published: 2008
    Publisher:  Rodopi, Amsterdam [u.a.]

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    Source: Philologische Bibliothek, FU Berlin; Staatsbibliothek zu Berlin
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    Series: Internationale Forschungen zur allgemeinen und vergleichenden Literaturwissenschaft ; 116
    Subjects: Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Poetics; Word problems (Mathematics); Lyrik; Mathematik
    Scope: 213 S., Ill., graph. Darst.
    Notes:

    Literaturangaben
  23. Discovering patterns in mathematics and poetry
    Author: Birken, Marcia
    Published: 2008
    Publisher:  Rodopi, Amsterdam

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    ISBN: 1435633105; 9042023708; 9401205612; 9781435633100; 9789042023703; 9789401205610
    RVK Categories: EC 2490
    Series: Internationale Forschungen zur allgemeinen und vergleichenden Literaturwissenschaft ; 116
    Subjects: Mathematics; MATHEMATICS / Pre-Calculus; MATHEMATICS / Reference; MATHEMATICS / Essays; Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Poetics; Word problems (Mathematics); Mathematik; Mathematics and literature; Logic, Symbolic and mathematical; Word problems (Mathematics); Poetics; Pattern perception; Lyrik; Mathematik
    Scope: 1 Online-Ressource (213 pages)
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    Includes bibliographical references (pages 199-205) and index

    Discovering Patterns in Mathematics and Poetry; Preface; Table of Contents; Introduction; Chapter 1 -- Counting Patterns; Chapter 2 -Counting Patterns Take Form; Chapter 3 -- Patterns of Shape; Chapter 4 -- Fractal Patterns; Chapter 5 -- Patterns for the Mind; Chapter 6 -- Conclusion; Bibliography; Index

    You are invited to join a fascinating journey of discovery, as Marcia Birken and Anne C. Coon explore the intersecting patterns of mathematics and poetry -- bringing the two fields together in a new way. Setting the tone with humor and illustrating each chapter with countless examples, Birken and Coon begin with patterns we can see, hear, and feel and then move to more complex patterns. Number systems and nursery rhymes lead to the Golden Mean and sestinas. Simple patterns of shape introduce tessellations and concrete poetry. Fractal geometry makes fractal poetry possible. Ultimately, patterns f
  24. Discovering patterns in mathematics and poetry
    Author: Birken, Marcia; Coon, Anne C.
    Published: 2008
    Publisher:  Rodopi, Amsterdam [u.a.]

    Export to reference management software   RIS file
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    Source: Union catalogues
    Language: English
    Media type: Book
    Format: Print
    ISBN: 9789042023703
    RVK Categories: EC 2490
    Series: Internationale Forschungen zur allgemeinen und vergleichenden Literaturwissenschaft ; 116
    Subjects: Poetics; Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Word problems (Mathematics)
    Scope: 213 S., Ill., graph. Darst.
    Notes:

    Literaturverz. S. [199] - 205
  25. Discovering patterns in mathematics and poetry
    Author: Birken, Marcia; Coon, Anne C.
    Published: 2008
    Publisher:  Rodopi, Amsterdam

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    Content information
    Source: Staatsbibliothek zu Berlin
    Language: English
    Media type: Book
    Format: Print
    ISBN: 9789042023703
    RVK Categories: EC 2490
    Series: Internationale Forschungen zur allgemeinen und vergleichenden Literaturwissenschaft ; 116
    Subjects: Logic, Symbolic and mathematical; Mathematics and literature; Pattern perception; Poetics; Word problems (Mathematics)
    Scope: 213 S., Ill., graph. Darst.
    Notes:

    Literaturangaben