Serveur d'exploration sur Caltech

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Eléments de l'association

États-Unis878
Stephen Wiggins12
États-Unis Sauf Stephen Wiggins" 866
Stephen Wiggins Sauf États-Unis" 0
États-Unis Et Stephen Wiggins 12
États-Unis Ou Stephen Wiggins 878
Corpus990
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List of bibliographic references

Number of relevant bibliographic references: 12.
Ident.Authors (with country if any)Title
000509 Michael Rudnev [États-Unis] ; Stephen Wiggins [États-Unis]Erratum to “Existence of exponentially small separatrix splittings and homoclinic connections between whiskered tori in weakly hyperbolic near-integrable Hamiltonian systems” [Physica D 114 (1998) 3–80]
000597 Igor Mezi [États-Unis] ; Anthony Leonard [États-Unis] ; Stephen Wiggins [États-Unis]Regular and chaotic particle motion near a helical vortex filament
000607 Michael Rudnev [États-Unis] ; Stephen Wiggins [États-Unis]Existence of exponentially small separatrix splittings and homoclinic connections between whiskered tori in weakly hyperbolic near-integrable Hamiltonian systems
000672 George Haller [États-Unis] ; Stephen Wiggins [États-Unis]Geometry and chaos near resonant equilibria of 3-DOF Hamiltonian systems
000705 Kayo Ide [États-Unis] ; Stephen Wiggins [États-Unis]The dynamics of elliptically shaped regions of uniform vorticity in time-periodic, linear external velocity fields
000724 Kayo Ide [États-Unis] ; Stephen Wiggins [États-Unis]The dynamics of elliptically shaped regions of uniform vorticity in time-periodic, linear external velocity fields
000761 Anthony D. Perry [États-Unis] ; Stephen Wiggins [États-Unis]KAM tori are very sticky: rigorous lower bounds on the time to move away from an invariant Lagrangian torus with linear flow
000791 György Haller [États-Unis] ; Stephen Wiggins [États-Unis]Orbits homoclinic to resonances: The Hamiltonian case
000800 Zaichun Feng [États-Unis] ; Stephen Wiggins [États-Unis]On the existence of chaos in a class of two-degree-of-freedom, damped, strongly parametrically forced mechanical systems with broken O (2) symmetry
000817 Gregor Kova I [États-Unis] ; Stephen Wiggins [États-Unis]Orbits homoclinic to resonances, with an application to chaos in a model of the forced and damped sine-Gordon equation
000847 Tasso J. Kaper [États-Unis] ; Stephen Wiggins [États-Unis]Lobe area in adiabatic Hamiltonian systems
000882 Kayo Ide [États-Unis] ; Stephen Wiggins [États-Unis]The bifurcation to homoclinic tori in the quasiperiodically forced duffing oscillator

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