A case study of the interrelationship between mathematics and physics during the Scientific Revolution.This case study examines the interrelationship between mathematics and physics in the work of one of the major figures of the Scientific Revolution: the Dutch mathematician, physicist, and astronomer, Christian Huygens (16291695).This case study examines the interrelationship between mathematics and physics in the work of one of the major figures of the Scientific Revolution: the Dutch mathematician, physicist, and astronomer, Christian Huygens (16291695).This case study examines the interrelationship between mathematics and physics in the work of one of the major figures of the Scientific Revolution, the Dutch mathematician, physicist, and astronomer, Christiaan Huygens (1629-1695). Professor Yoder offers a detailed account of the discoveries that Huygens made at the end of 1659, including the invention of a pendulum clock that theoretically kept absolutely uniform time, and the creation of a mathematical theory of evolutes. She also describes the way that each of these important discoveries arose from the interaction of Huygens' mathematics and physics. A discussion of Huygens' relationship with other scientists and the priority disputes that sometimes motivated his research help place his work in the context of the period. The reception of Huygens' masterpiece, the Horologium Oscillatorium of 1673 and the place of evolutes in the history of mathematics are also analyzed. Finally, the role of Huygens in the rise of applied mathematics is addressed.Preface; 1. Introduction; 2. Accelerated motion: gravity; 3. Accelerated motion: curvilinear fall; 4. Evolutes; 5. Curvature; 6. Rectification; 7. Diversions; 8. Conclusion; Notes; Bibliography; Index. In her account of Huygen's mathematical reasonings, Yoder achieves an admirable combination of clarity and concision with faithfulness to the original. Her book casts a new and clear light on a mid-seventeenth-centlc%