Lagrange reduced the question of perturbations to its simplest form, and gave the means of deducing easily the most interesting conclusions on the past and future condition of our solar system. To supplement this great theorist there was needed another... The Observatory - Seite 5951880Vollansicht - Über dieses Buch
| American Association for the Advancement of Science - 1881 - 476 Seiten
...the highest mathematical skil/ with unequalled sagacity and common sense in its application, Lcplace gathered up and presented in a complete and practical...complete treatise on the calculus of probability. By such labors as these the questions of astronomy were bronght into order and classified, and the attention... | |
| 1881 - 898 Seiten
...highest mathematical skiL 7 with unequalled sagacity and common sense in its application, Lr.place gathered up and presented in a complete and practical form the whole theorj" of celestial mechanics. Besides his numerous and brilliant discoveries in theoretical astronomy,... | |
| American Association for the Advancement of Science - 1881 - 898 Seiten
...highest mathematical skill with unequalled sagacity and common sense in its application, Lf> place gathered up and presented in a complete and practical form the whole theoiy of celestial mechanics. Besides his numerous and brilliant discoveries in theoretical astronomy,... | |
| John Michels - 1880 - 364 Seiten
...the variation of the arbitrary constants of a problem, and by the establishment of the differential equations of a planetary orbit depending on the partial...complete treatise on the calculus of probability. By such labors as these the questions of Astronomy were brought into order and classified, and the attention... | |
| Tofigh Heidarzadeh - 2008 - 283 Seiten
...Among all those figures, however, Laplace had a special position. He, according to Asaph Hall, not only "gathered up and presented in a complete and practical form the whole theory of celestial mechanics", he also created innovative work on the gravitational theory that in Gauss' words were "the finest chapters... | |
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