The Investigation of Difficult Things: Essays on Newton and the History of the Exact Sciences in Honour of D. T. Whiteside

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Peter Michael Harman, Alan E. Shapiro
Cambridge University Press, 2002 M11 7 - 531 páginas
This book is a collection of twenty original essays on the history of science and mathematics, written in honor of D.T. Whiteside. The topics covered embrace the main themes of Whiteside's scholarly work, emphasizing Newtonian topics including: mathematics and astronomy, Newton's manuscripts, Newton's Principia, Newton and eighteenth-century mathematics and physics, and optics and dynamics after Newton. The focus of these themes gives the volume considerable coherence, and these essays make available important original work on Newton and the history of the exact sciences.
 

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Lunar velocity in the Ptolemaic tradition
3
Shadow measurement the Sciametria from Keplers Hipparchus a translation with commentary
19
Descartes Pappus problem and the Cartesian Parabola a conjecture
71
Honore Fabry 16071688 als Mathematiker Eine Reprise
97
Newtons manuscripts
113
Sothebys Keynes and Yahuda the 1936 sale of Newtons manuscripts
115
De Scriptoribus Chemicis sources for the establishment of Isaac Newtons alchemical library
135
Beyond the dating game watermark clusters and the composition of Newtons Opticks
181
The review of the first edition of Newtons Principia in the Acta Eruditorum with notes on the other reviews
323
Newton Cotes and 2 a footnote to Newtons theory of the resistance of fluids
355
Newton and eighteenthcentury mathematics and physics
369
A study of spirals Cotes and Varignon
371
The fragmentation of the European mathematical community
383
Euler on actionatadistance and fundamental equations in continuum mechanics
399
St Peter and the rotation of the earth the problem of fall around 1800
421
After Newton optics and dynamics
449

Newtons Principia
229
The critical role of curvature in Newtons developing dynamics
231
Newton and the absolutes sources
261
Newtons ontology of the force of inertia
287
Newtons Mathematical Principles of Natural Philosophy a treatise on mechanics?
305
Why Stokes never wrote a treatise on optics
451
Maxwell and Saturns rings problems of stability and calculability
477
Poincare topological dynamics and the stability of the solar system
503
Index
525
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