|
|
| |
| ON THE MINIMAL PERIOD FOR PERIODIC SOLUTION PROBLEM OF NONLINEAR HAMILTONIAN SYSTEMS |
| |
Citation： |
Long Yiming.ON THE MINIMAL PERIOD FOR PERIODIC SOLUTION PROBLEM OF NONLINEAR HAMILTONIAN SYSTEMS[J].Chinese Annals of Mathematics B,1997,18(4):481~484 |
| Page view： 1278
Net amount： 702 |
Authors： |
Long Yiming; |
Foundation： |
the National Natural Science Foundation of China, the MCSEC of China, the Qiu Shi Sci. and Tech. Foundation and the Associate Membership Programme of the ICTP at Trieste, Italy |
|
|
| Abstract： |
The author proves a sharper estimate on the minimal period for
periodic solutions of autonomous second order Hamiltonian systems under precisely Rabinowitz' superquadratic condition. |
Keywords： |
Hamiltonian systems, $\Z_2$-symmetry, Index iteration
inequality, Minimal period, Even solution, Superquadratic condition, Non-convexity |
Classification： |
58F05, 58E05, 34C25 |
|
|
Download PDF Full-Text
|
|
|
|
