Title:
|
Řešení problému $n$ těles (Czech) |
Title:
|
The solution of the $n$-body problem (English) |
Author:
|
Diacu, Florin |
Language:
|
Czech |
Journal:
|
Pokroky matematiky, fyziky a astronomie |
ISSN:
|
0032-2423 |
Volume:
|
42 |
Issue:
|
3 |
Year:
|
1997 |
Pages:
|
113-121 |
. |
Category:
|
math |
. |
MSC:
|
70-03 |
MSC:
|
70F10 |
idZBL:
|
Zbl 0879.70010 |
Note:
|
Z The Mathematical Intelligencer 18 (1996), č. 3, 66-70, přeložil P. Demo. (Czech) |
Note:
|
From The Mathematical Intelligencer 18 (1996), No. 3, 66-70, translated by P. Demo. (English) |
. |
Date available:
|
2010-12-11T15:21:43Z |
Last updated:
|
2012-08-25 |
Stable URL:
|
http://hdl.handle.net/10338.dmlcz/139766 |
. |
Reference:
|
[A] Anderson, K. G.: Poincaré’s discovery of homoclinic points.Archive for History of Exact Sciences 48 (1994), 133–147. MR 1309499 |
Reference:
|
[BG] Barrow-Green, J.: Oscar II’s prize competition and the error in Poincaré’s memoir on the three body problem.Archive for History of Exact Sciences 48 (1994), 107–131. Zbl 0812.01010, MR 1309498 |
Reference:
|
[B] Bernoulli, J.: Opera Omnia, vol. I.Georg Olms Verlagsbuchhandlung, Hildesheim, 1968. MR 0256841 |
Reference:
|
[Bi] Bisconcini, G.: Sur le problème des trois corps.Acta Mathematica 30 (1906), 49–92. MR 1555023 |
Reference:
|
[Br] Bruns, E. H.: Über die Integrale des Vielkörper-Problems.Acta Mathematica 11 (1887), 25–96. |
Reference:
|
[CJZ] Calude, C., Jürgensen, H., Zimand, M.: Is independence an exception?.Applied Math. Comput. 66 (1994), 63–76. MR 1315359 |
Reference:
|
[D1] Diacu, F. N.: Singularities of the $N$-body Problem.Les Publications CRM, Montreal, 1992. Zbl 0754.70009, MR 1181673 |
Reference:
|
[D2] Diacu, F. N.: Painlevé’s conjecture.The Mathematical Intelligencer 15 (1993), no. 2, 6–12. Zbl 0769.70011, MR 1212516 |
Reference:
|
[DH] Diacu, F. N., Holmes, P.: Celestial Encounters—The Origins of Chaos and Stability.Princeton University Press (to appear in August 1996). Zbl 0944.37001, MR 1435973 |
Reference:
|
[Di] J., Dieudonné: A History of Algebraic and Differential Topology 1900–1960.Birkhäuser, Boston, Basel, 1989. MR 0995842 |
Reference:
|
[G] Goldstein, R. L.: Essays in the Philosophy of Mathematics.Leicester University Press, 1965. |
Reference:
|
[Gö] Gödel, K.: Über formal unentscheidbare Satze der Principia Mathematica und verwandter Systeme.Monatshefte für Mathematik und Physik 38 (1931), 173–198. |
Reference:
|
[P] Poincaré, H.: New Methods of Celestial Mechanics (with an introduction by D. L. Gorogg).American Institute of Physics, 1993. |
Reference:
|
[S] Saari, D. G.: A visit to the Newtonian $N$-body problem via elementary complex variables.The American Mathematical Monthly 97 (1990), 105–119. Zbl 0748.70008, MR 1041887 |
Reference:
|
[Si] Siegel, C. L.: Der Dreierstoss.Annals of Mathematics 42 (1941), 127–168. Zbl 0024.36404, MR 0003736 |
Reference:
|
[Su1] Sundman, K.: Recherches sur le Problème des trois corps.Acta Societatis Scientiarium Fennicae 34 (1907), no. 6. |
Reference:
|
[Su2] Sundman, K.: Nouvelles recherches sur le problème des trois corps.Acta Societatis Scientiarium Fennicae 35 (1909), no. 9. |
Reference:
|
[Su3] Sundman, K.: Mémoire sur le problème des trois corps.Acta Mathematica 36 (1912), 105–179. |
Reference:
|
[U] Urenko, J. B.: Improbability of collisions in Newtonian gravitational systems of specified angular momentum.SIAM J. Appl. Math. 36 (1979), 123–147. Zbl 0408.70011, MR 0519189 |
Reference:
|
[Wa] Wang, Q.: The global solution of the $n$-body problem.Celestial Mechanics 50 (1991), 73–88. Zbl 0726.70006, MR 1117788 |
Reference:
|
[W] Wintner, A.: The Analytical Foundations of Celestial Mechanics.Princeton University Press, Princeton, NJ, 1941. Zbl 0026.02302, MR 0005824 |
. |