How do three celestial bodies move under their mutual gravitational attraction? This problem has been studied by Isaac Newton and leading mathematicians over the last two centuries. PoincarΓ©'s conclusion, that the problem represents an example of chaos in nature, opens the new possibility of using a
The Three-Body Problem
- Publisher
- Tom Doherty Associates
- Year
- 2017
- Category
- Fiction
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
How do three celestial bodies move under their mutual gravitational attraction? This problem has been studied by Isaac Newton and leading mathematicians over the last two centuries. PoincarΓ©'s conclusion, that the problem represents an example of chaos in nature, opens the new possibility of using a
Recent research on the theory of perturbations, the analytical approach and the quantitative analysis of the three-body problem have reached a high degree of perfection. The use of electronics has aided developments in quantitative analysis and has helped to disclose the extreme complexity of the se
Recent research on the theory of perturbations, the analytical approach and the quantitative analysis of the three-body problem have reached a high degree of perfection. The use of electronics has aided developments in quantitative analysis and has helped to disclose the extreme complexity of the se