Edward Ott


Ontology type: schema:Person     


Person Info

NAME

Edward

SURNAME

Ott

Publications in SciGraph latest 50 shown

  • 2015-05 Spatially embedded growing small-world networks in SCIENTIFIC REPORTS
  • 2005-11 Theoretical mechanics: Crowd synchrony on the Millennium Bridge in NATURE
  • 2005-11 Theoretical mechanics: Crowd synchrony on the Millennium Bridge in NATURE
  • 2005 The Onset of Synchronism in Globally Coupled Ensembles of Chaotic and Periodic Dynamical Units in CHAOTIC DYNAMICS AND TRANSPORT IN CLASSICAL AND QUANTUM SYSTEMS
  • 2004-12 Report of the Second Fusion Energy Sciences Committee of Visitors in JOURNAL OF FUSION ENERGY
  • 2003 Synchrony in Globally Coupled Chaotic, Periodic, and Mixed Ensembles of Dynamical Units in SYNCHRONIZATION: THEORY AND APPLICATION
  • 2000 Control of Shipboard Cranes in IUTAM SYMPOSIUM ON RECENT DEVELOPMENTS IN NON-LINEAR OSCILLATIONS OF MECHANICAL SYSTEMS
  • 1999-05 Topology in chaotic scattering in NATURE
  • 1995 Blowout bifurcations: Symmetry breaking of spatially symmetric chaotic states in LÉVY FLIGHTS AND RELATED TOPICS IN PHYSICS
  • 1994 On the Tendency Toward Ergodicity with Increasing Number of Degrees of Freedom in Hamiltonian Systems in HAMILTONIAN MECHANICS
  • 1993-09 A physical system with qualitatively uncertain dynamics in NATURE
  • 1993-06 Using small perturbations to control chaos in NATURE
  • 1992 Feedback Control of Chaotic Systems in CHAOTIC DYNAMICS
  • 1990 Fractal Structure in Physical Space in the Dispersal of Particles in Fluids in NONLINEAR STRUCTURES IN PHYSICAL SYSTEMS
  • 1988 Unstable periodic orbits and the dimensions of multifractal chaotic attractors in THE THEORY OF CHAOTIC ATTRACTORS
  • 1988 Basic sets: Sets that determine the dimension of basin boundaries in DYNAMICAL SYSTEMS
  • 1987-11 The goodness of ergodic adiabatic invariants in JOURNAL OF STATISTICAL PHYSICS
  • 1987 Fractal basin boundaries in THE PHYSICS OF PHASE SPACE NONLINEAR DYNAMICS AND CHAOS GEOMETRIC QUANTIZATION, AND WIGNER FUNCTION
  • 1984-09 Is the dimension of chaotic attractors invariant under coordinate changes? in JOURNAL OF STATISTICAL PHYSICS
  • 1983 The Dimension of Chaotic Attractors in THE THEORY OF CHAOTIC ATTRACTORS
  • Affiliations

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