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RIS citation export for FRXPLS1: Symplectic Period Three Implies Chaos

TY  - UNPB
AU  - Zolkin, T.
ED  - Boland, Mark
ED  - Tanaka, Hitoshi
ED  - Button, David
ED  - Dowd, Rohan
ED  - Schaa, Volker RW
ED  - Tan, Eugene
TI  - Symplectic Period Three Implies Chaos
J2  - Proc. of IPAC2019, Melbourne, Australia, 19-24 May 2019
CY  - Melbourne, Australia
T2  - International Particle Accelerator Conference
T3  - 10
LA  - english
AB  - This invited talk describes a new concept of nonlinear dynamics that expands the classic work of Li and Yorke "Period Three Implies Chaos" to certain categories of symplectic maps. The theoretical classification of this type of chaos in accelerator systems may lead to the development of new control and feedback methods as seen similarly in fluid dynamics, and advance to experimental investigation at the Integrable Optics Test Accelerator at Fermilab.
PB  - JACoW Publishing
CP  - Geneva, Switzerland
ER  -