Proceedings of the Conference, held at Case Western Reserve University, Cleveland, Ohio, June 2-6, 1969 Redaktion: Hajek, O.; McCann, R.; Lohwater, A. J.
Proceedings of the Conference, held at Case Western Reserve University, Cleveland, Ohio, June 2-6, 1969 Redaktion: Hajek, O.; McCann, R.; Lohwater, A. J.
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Inhaltsangabe
Flows of characteristic O+.- Structure and homomorphisms of minimal sets.- Flows near a singularity.- Almost periodic solutions of differential equations and flows.- Topological dynamics and compact transformation groups.- A note on the existence of asymptotic pairs of points.- Stable semi-flows (one-parameter semi-groups) on locally compact or complete metric spaces.- A theorem on extensions of minimal sets.- On the Poincaré index for flows on 2-manifolds.- Topological entropy bounds measure-theoretic entropy.- Ambits (abstract).- Concerning one-to-one continuous images of the reals.- Local sections for simultaneous local dynamical systems.- Some global problems in differential games.- The structure of H-cascades.- On the structure of minimal flows.- Global growth rates for solutions of certain perturbed differential systems.- Disjointness of minimal sets.
Flows of characteristic O+.- Structure and homomorphisms of minimal sets.- Flows near a singularity.- Almost periodic solutions of differential equations and flows.- Topological dynamics and compact transformation groups.- A note on the existence of asymptotic pairs of points.- Stable semi-flows (one-parameter semi-groups) on locally compact or complete metric spaces.- A theorem on extensions of minimal sets.- On the Poincaré index for flows on 2-manifolds.- Topological entropy bounds measure-theoretic entropy.- Ambits (abstract).- Concerning one-to-one continuous images of the reals.- Local sections for simultaneous local dynamical systems.- Some global problems in differential games.- The structure of H-cascades.- On the structure of minimal flows.- Global growth rates for solutions of certain perturbed differential systems.- Disjointness of minimal sets.
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