A Topologically Strongly Mixing Symbolic Minimal Set

DOI10.2307/1995392zbMath0194.55001OpenAlexW4252135834MaRDI QIDQ5590632

Karl E. Petersen

Publication date: 1970

Full work available at URL: https://doi.org/10.2307/1995392

zbMATH Keywords

topologyminimal flowmixing flow

Mathematics Subject Classification ID

Related Items

Stroboscopical property in topological dynamics, Extension of minimal transformation groups, Local finiteness and automorphism groups of low complexity subshifts, Positively ep-expansive dynamical systems, Existence and distributional chaos of points that are recurrent but not Banach recurrent, Constructions of strictly ergodic systems, A Topologically Strongly Mixing Symbolic Minimal Set, On the topological Kolmogorov property of the Chacon and Petersen subshifts, Induced Flows, Mixing properties of substitutions, Sensitivity for set-valued maps induced by \(M\)-systems, Shift spaces, \(\omega \)-chaos and specification property, Family independence for topological and measurable dynamics, The Role of Continuity and Expansiveness on Leo and Periodic Specification Properties

Cites Work

• Topological Entropy
• Disjointness in ergodic theory, minimal sets, and a problem in diophantine approximation
• Eigenvalue Theorems in Topological Transformation Groups
• Disjointness and Weak Mixing of Minimal Sets
• On the Entropy of Uniquely Ergodic Transformations
• A Topologically Strongly Mixing Symbolic Minimal Set
• Riemann dynamic systems
• Ergodic sets