• The tangled origins of the Leibnizian calculus : a case study of a mathematical revolution
  • [NT 42944] Record Type: [NT 8598] Electronic resources : [NT 40817] monographic
    [NT 47348] Title Information: a case study of a mathematical revolution
    [NT 47261] Author: BrownRichard C.,
    [NT 47351] Place of Publication: Singapore
    [NT 47263] Published: World Scientific;
    [NT 47352] Year of Publication: 2012
    [NT 47264] Description: 1 online resource (333 p.)
    [NT 47266] Subject: Calculus - History - 17th century -
    [NT 47266] Subject: Mathematics - History - 17th century -
    [NT 51399] Personal Subject: Leibniz, Gottfried Wilhelm -
    [NT 51399] Personal Subject: Newton, Isaac -
    [NT 51458] Online resource: http://www.worldscientific.com/worldscibooks/10.1142/8413#t=toc
    [NT 47265] Notes: Print version record
    [NT 51398] Summary: This book is a detailed study of Gottfried Wilhelm Leibniz's creation of calculus from 1673 to the 1680s. We examine and analyze the mathematics in several of his early manuscripts as well as various articles published in the Acta Eruditorum. It studies some of the other lesser known "calculi" Leibniz created such as the Analysis Situs, delves into aspects of his logic, and gives an overview of his efforts to construct a Universal Characteristic, a goal that has its distant origin in the Ars Magna of the 13th century Catalan philosopher Raymond Llull, whose work enjoyed a renewed popularity in
    [NT 50961] ISBN: 9789814390804electronic bk.
    [NT 50961] ISBN: 9814390801electronic bk.
    [NT 60779] Content Note: Preface; Acknowledgments; 1. Evolution or Revolution in Mathematics; 2. Issues in Seventeenth Century Mathematics; 3. Isaac Barrow: A Foil to Leibniz; 4. A Young Central European Polymath; 5. First Steps in Mathematics; 6. The Creation of Calculus; 7. Logic; 8. The Universal Characteristic; 9. The Baroque Cultural Context; 10. Epilogue; 11. Some Concluding Remarks on Mathematical Change; Appendix A A Transmutation Theorem of Leibniz; Appendix B Leibniz's Series Quadrature of a Conic; Appendix C Syllogistic Logic; Appendix D The Vis Viva Dispute
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