Mathematical practitioners and the transformation of natural knowledge in early modern Europe. ([2017])
- Record Type:
- Book
- Title:
- Mathematical practitioners and the transformation of natural knowledge in early modern Europe. ([2017])
- Main Title:
- Mathematical practitioners and the transformation of natural knowledge in early modern Europe
- Further Information:
- Note: Lesley B. Cormack, Steven A. Walton, John A. Schuster, editors.
- Editors:
- Cormack, Lesley B
Walton, Steven A
Schuster, John Andrew, 1947- - Contents:
- About the Editors and Authors; List of Figures; 1 Introduction: Practical Mathematics, Practical Mathematicians, and the Case for Transforming the Studyof Nature; 1.1 E.G.R. Taylor and Mathematical Practitioners; 1.2 Taylor's Category Continues; 1.3 Framing the Argument; 1.4 Structure of the Volume; 1.5 Conclusion; Part I Framing the Argument: Theories of Connection; 2 Handwork and Brainwork: Beyond the Zilsel Thesis; 2.1 Introduction; 2.2 Handwork and Brainwork; 2.3 Hessen and Zilsel; 2.4 Utility and Ben-David's Scientistic Society. 2.5 The `Scientific Revolution' and Mathematical Practitioners2.6 The Case of English Geography; 2.7 Conclusion; 3 Consuming and Appropriating Practical Mathematics and the Mixed Mathematical Fields, or Being "Influenced" by Them: The Case of the Young Descartes; 3.1 Externalist Narrative, the New Historians of Practical Mathematics and the Category of Natural Philosophy; 3.1.1 Too Many Targets, Too Many Sources, Too Many Modes of Causation; 3.1.2 Natural Philosophizing as Culture and Process; 3.1.3 Practical Mathematics Was Also a Tradition in Process. 3.2 Rectifying the Terrain of Externalist Explanation3.2.1 What Was Cartesian `Dynamics', the Causal Register of His Natural Philosophy?; 3.3 Case Study 1: 1619-From Hydrostatics to Dynamics: From Mixed Mathematics to Corpuscular Mechanism; 3.4 Case Study 2: 1627-The Laws of Light and the Laws of Nature; 3.5 Case Study 3: Sorting Out the `Causal Mode' of Sixteenth-Century Mechanics; 3.6 CaseAbout the Editors and Authors; List of Figures; 1 Introduction: Practical Mathematics, Practical Mathematicians, and the Case for Transforming the Studyof Nature; 1.1 E.G.R. Taylor and Mathematical Practitioners; 1.2 Taylor's Category Continues; 1.3 Framing the Argument; 1.4 Structure of the Volume; 1.5 Conclusion; Part I Framing the Argument: Theories of Connection; 2 Handwork and Brainwork: Beyond the Zilsel Thesis; 2.1 Introduction; 2.2 Handwork and Brainwork; 2.3 Hessen and Zilsel; 2.4 Utility and Ben-David's Scientistic Society. 2.5 The `Scientific Revolution' and Mathematical Practitioners2.6 The Case of English Geography; 2.7 Conclusion; 3 Consuming and Appropriating Practical Mathematics and the Mixed Mathematical Fields, or Being "Influenced" by Them: The Case of the Young Descartes; 3.1 Externalist Narrative, the New Historians of Practical Mathematics and the Category of Natural Philosophy; 3.1.1 Too Many Targets, Too Many Sources, Too Many Modes of Causation; 3.1.2 Natural Philosophizing as Culture and Process; 3.1.3 Practical Mathematics Was Also a Tradition in Process. 3.2 Rectifying the Terrain of Externalist Explanation3.2.1 What Was Cartesian `Dynamics', the Causal Register of His Natural Philosophy?; 3.3 Case Study 1: 1619-From Hydrostatics to Dynamics: From Mixed Mathematics to Corpuscular Mechanism; 3.4 Case Study 2: 1627-The Laws of Light and the Laws of Nature; 3.5 Case Study 3: Sorting Out the `Causal Mode' of Sixteenth-Century Mechanics; 3.6 Case Study 4: Hobnobbing with Practitioners and Machines; 3.7 Conclusion: Opportunities and Pitfalls; Part II What Did Practical Mathematics Look Like? 4 Mathematics for Sale: Mathematical Practitioners, Instrument Makers, and Communities of Scholars in Sixteenth-Century London4.1 Introduction; 4.2 Mathematical Lectures; 4.3 Thomas Hood as the First London Mathematical Lecturer; 4.4 Gresham College; 4.5 Proposed Lecture in Navigation; 4.6 Instrument Makers; 4.7 Practical Mathematics and Its Audience; 4.8 Molyneux's Shop; 4.9 Conclusion; 5 Technologies of Pow(d)er: Military Mathematical Practitioners' Strategies and Self-Presentation; 5.1 Military Mathematical Practitioners in Later Sixteenth-Century England. 5.2 Military Mathematical Practice5.2.1 Fortifying; 5.2.2 Gunning; 5.3 Conclusion:The Rise of the Military Mathematical Practitioner; 6 Machines as Mathematical Instruments; Part III What Was the Relationship Between Practical Mathematics and Natural Philosophy?; 7 The Making of Practical Optics: Mathematical Practitioners' Appropriation of Optical Knowledge Between Theory and Practice; 7.1 Introduction; 7.2 Shared Optical Knowledge; 7.3 William Bourne versus Ettore Ausonio: Theory and Practice; 7.4 Conclusion; 8 Hero of Alexandria and Renaissance Mechanics; 8.1 The Medieval Hero. … (more)
- Publisher Details:
- Cham, Switzerland : Springer
- Publication Date:
- 2017
- Extent:
- 1 online resource
- Subjects:
- 510.94
History
Mathematics -- Europe -- History
Natural history -- Europe -- History
Science -- Philosophy
Philosophy of nature
MATHEMATICS -- Essays
MATHEMATICS -- Pre-Calculus
MATHEMATICS -- Reference
Mathematics
Natural history
Philosophy of nature
Science -- Philosophy
Science -- Physics
Mathematics -- History & Philosophy
History -- Europe -- General
History of science
History of mathematics
European history
Science -- History
Europe
Electronic books
History - Languages:
- English
- ISBNs:
- 9783319494302
3319494309 - Related ISBNs:
- 9783319494296
3319494295 - Notes:
- Note: Includes bibliographical references.
Note: Online resource; title from PDF title page (EBSCO, viewed March 29, 2017). - Access Rights:
- Legal Deposit; Only available on premises controlled by the deposit library and to one user at any one time; The Legal Deposit Libraries (Non-Print Works) Regulations (UK).
- Access Usage:
- Restricted: Printing from this resource is governed by The Legal Deposit Libraries (Non-Print Works) Regulations (UK) and UK copyright law currently in force.
- View Content:
- Available online (eLD content is only available in our Reading Rooms) ↗
- Physical Locations:
- British Library HMNTS - ELD.DS.327476
- Ingest File:
- 01_267.xml