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Keyword [Melnikov Function]
Result: 41 - 60 | Page: 3 of 4
41. The Number Of Limit Cycles For Segmented Secondly Near Hamiltonian Systems
42. Limit Cyclic Bifurcation Of Two Differential Systems
43. Analysis On The Periodic Solutions In A Class Of Smooth And Non-smooth Systems
44. Periodic Solutions And Homoclinic And Heteroclinic Solutions In Several Singularly Perturbed Systems
45. Normal Form And Limit Cycle Bifurcations In Piecewise Smooth Differential Systems
46. Periodic Orbit Branches Of Several Types Of Differential Systems
47. Estimation Of The Number Of Limit Cycles For Six Class Of Piecewise Linear Hamiltonian Systems Under Polynomial Perturbation
48. Estimation Of The Number Of Limit Cycles For A Class Of Planar Piecewise Linear Hamiltonian Systems Under Linear Perturbations
49. Hopf Bifurcation For A Planar Quadratic Integrable System Under Smooth And Piecewise Smooth Perturbations With Multiple Parameters
50. Chaos Control And Chaos Synchronization In Typical Nonlinear Circuit System
51. Studies On Quadratic Generalized Hamiltonian System Defined On (?)o(3)~* And Dynamics Of Stokes Flows
52. Persistent Homoclinic Or Heteroclinic Space For A Vector Field With Homoclinic Or Heteroclinic Orbits
53. On The Limit Cycles Of A Class Of Planar Quintic Z3-equivariant Near-Hamiltonian Differential System
54. Estimation Of The Lower Bound Of Limit Cycles For Four Classes Of Planar Piecewise Linear Hamiltonian Systems Under Polynomial Perturbation
55. Estimation Of The Upper Bound Of The Number Of Limit Cycles For Three Types Of Planar Piecewise Linear Hamiltonian Systems Under Two Different Perturbation
56. Limit Cycle Bifurcations Of A Class Of Hamiltonian Systems With A Small Parameter
57. Existence And Applications Of Periodic Solutions For 4D Near-hamilton Systems
58. Limit Cycle Bifurcation Of A Class Of Liénard System And A Class Of Near-Hamiltonian System
59. The Number Of Limit Cycles For Planar Polynomial Perturbations Of Hamiltonian Systems Near Heteroclinic Loops
60. Limit Cycle Bifurcations For Piecewise Smooth Systems
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