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This second volume contains the first exchange of letters between Newton and Leibniz, which took place through the intermediacy of Oldenburg, as well as the beginning of Newton's correspondence of Flamsteed, which resulted from their common interest in the comet of 1680. Of prime interest is the correspondence with Halley, whose compelling zeal and energy played such a part in persuading Newton to write the Principia. This great work was published about midsummer 1687. As early as New Year 1684/5 it was known in some quarters that Newton was busying himself with applying his laws of motion to problems of celestial mechanics, for at that time Flamsteed wrote (Letter 275): 'if you will give me leave to guesse at your designe I beleive you are endeavoring to define ye curve yt ye comet in ye aether from your Theory of motion'.
Mécanique céleste --- Leibniz, Gottfried Wilhelm --- Newton, Isaac
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Celestial mechanics --- Mechanics --- Mécanique céleste --- Mécanique --- Early works to 1800 --- Ouvrages avant 1800 --- Mécanique céleste --- Mécanique
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Celestial mechanics --- Celestial mechanics. --- Differential equations. --- Differentiable dynamical systems --- Équations différentielles. --- Systèmes dynamiques. --- Mécanique céleste --- Many-body problem --- Problème à N corps --- Mécanique céleste. --- Problème à N corps. --- Differentiable dynamical systems. --- Systèmes dynamiques --- Mécanique céleste --- Problème à N corps --- Mécanique analytique --- Mecanique celeste --- Probleme des trois corps
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Philosophy of nature --- Solar system --- Astronomy --- Celestial mechanics --- Astronomie --- Mécanique céleste --- Early works to 1800 --- Ouvrages avant 1800 --- Mécanique céleste
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Numerical solutions of differential equations --- 519.6 --- Computational mathematics. Numerical analysis. Computer programming --- 519.6 Computational mathematics. Numerical analysis. Computer programming --- Celestial mechanics --- Mécanique céleste --- Many-body problem --- Problème à N corps --- Mécanique céleste. --- Problème à N corps. --- Analyse numérique. --- Numerical analysis --- Celestial mechanics. --- Mécanique céleste --- Problème à N corps --- Analyse numérique --- Numerical analysis. --- Analyse numerique --- Equations differentielles --- Resolution numerique
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Mechanics, Analytic --- Mechanics, Celestial --- 517.925 --- Systems and analytic theory of ordinary differential equations --- 517.925 Systems and analytic theory of ordinary differential equations --- Celestial mechanics --- Differentiable dynamical systems --- Mécanique analytique --- Mécanique céleste --- Systèmes dynamiques --- Dynamics. --- Symplectic geometry --- Géométrie symplectique --- Mécanique analytique. --- Mécanique céleste. --- Systèmes dynamiques. --- Géométrie symplectique. --- Systèmes dynamiques.
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Astrometry --- Celestial mechanics --- Geodesy --- General relativity (Physics) --- Astrométrie --- Mécanique céleste --- Géodésie --- Relativité générale (Physique) --- Astrométrie --- Mécanique céleste --- Géodésie --- Relativité générale (Physique) --- Celestial mechanics.
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Celestial mechanics --- Mécanique céleste --- Celestial mechanics. --- 521.1 --- 531 --- #WSTE:STER --- Celestial mechanics. General principles of dynamical astronomy --- General mechanics. Mechanics of solid and rigid bodies --- 531 General mechanics. Mechanics of solid and rigid bodies --- 521.1 Celestial mechanics. General principles of dynamical astronomy --- Mécanique céleste --- Dynamique différentiable --- Perturbation (mathématiques) --- Perturbation (Mathematics) --- Differentiable dynamical systems --- Équations différentielles --- Differential equations
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Three-body problem. --- Hamiltonian systems. --- Hamiltonian systems --- Three-body problem --- #TELE:SISTA --- Hamiltonian dynamical systems --- Systems, Hamiltonian --- Differentiable dynamical systems --- Problem of three bodies --- Mechanics, Analytic --- Poincare, Henri --- -Contributions in dynamics --- Poincaré, Henri, --- Poincaré, Henri, --- Poicaré, Henri, 1854-1912-contributions in dynami --- Dynamique différentiable --- Mécanique analytique --- Histoire des mathematiques --- Mecanique celeste --- 19e siecle --- Probleme des trois corps --- Poincaré, Henri
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Newton studies have undergone radical changes in the last half-century as more of his work has been uncovered and more details of his life and intellectual context have come to light. This volume singles out two strands in recent Newton studies: the intellectual background to Newton's scientific thought and both specific and general aspects of his technical science. The essays make new claims concerning Newton's mathematical methods, experimental investigations, and motivations, as well as the effect that his long presence had on science in England.The book is divided into two parts. The essays in part I shed new light on Newton's motivations and the sources of his method. The essays in part II explore Newton's mathematical philosophy and his development of rational mechanics and celestial dynamics. An appendix includes the last paper by Newton biographer Richard W. Westfall, examining some of the ways that mathematics came to be used in the age of Newton in pursuits and domains other than theoretical or rational mechanics.
Science --- Sciences - General --- Physical Sciences & Mathematics --- History --- Newton, Isaac, --- Natural science --- Science of science --- Sciences --- Newton, Izaak, --- Niu-tun, --- Nʹi︠u︡ton, Isaak, --- Niutun, Yisake, --- Niyu̇ton, Isak, --- Nyuṭon, Ayzaḳ, --- Nyuṭon, Ayziḳ, --- ניוטאן, אייזאק, --- ניוטון, אייזק --- ניוטון, אייזיק --- 牛頓, --- 牛頓, 伊萨克, --- SCIENCE, TECHNOLOGY & SOCIETY/History of Science --- PHILOSOPHY/Philosophy of Science & Technology --- Natural sciences --- Mécanique céleste --- Dynamique --- Mécanisme (philosophie) --- Mouvement de translation (physique) --- Newton, Isaac
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