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DYNAMICS, ERGODIC THEORY, AND GEOMETRY
BORIS HASSELBLATT, Editor

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123

Cocycles associated with normalizers of topological dynamical systems
Hisatoshi Yuasa
Ergodic Theory and Dynamical Systems. 24:621-634

Dynamical systems involv... Algebraic ergodic theory... cocycles \(C^*\)-crossed product normalizer of full group... centralizer …
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124

Sojourn times in small neighborhoods of indifferent fixed points of one-dimensional dynamical systems
Tomoki Inoue
Ergodic Theory and Dynamical Systems. 20:241-257

Dynamical systems involv... Fixed points and periodi... fixed-point index theory local dynamics fixed points 0103 physical sciences …
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125

A numerical framework to understand transitions in high-dimensional stochastic dynamical systems.
Dijkstra, Henk A. ; Tantet, Alexis ; Viebahn, Jan ; et al.
Dynamics & Statistics of the Climate System: An Interdisciplinary Journal. 11/30/2016, p1-27. 27p.

Climatology Climate change mathemati... Ergodic theory Bifurcation theory Stochastic analysis Partial differential equ...
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126

One-dimensional Projective Subdynamics Of Uniformly Mixing Shifts Of Finite Type ; Ergodic Theory And Dynamical Systems
Schraudner, Michael H

subdynamics projective mixing shifts finite type …
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127

Nilsystems and ergodic averages along primes
Tanja Eisner
Ergodic Theory and Dynamical Systems. 40:2769-2777

Mathematics - Number The... FOS: Mathematics Dynamical Systems (math.... Number Theory (math.NT) Mathematics - Dynamical... 0101 mathematics …
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128

Eigenvalues Of Toeplitz Minimal Systems Of Finite Topological Rank ; Ergodic Theory And Dynamical Systems
Durand, Fabien ; Frank, Alexander ; Maass, Alejandro

Geosciences Multidisciplinary eigenvalues toeplitz minimal systems …
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129

Almost all $S$-integer dynamical systems have many periodic points: Almost all \(S\)-integer dynamical systems have many periodic points
Ward, T. B.
Ergodic theory and dynamical systems, 1998, Vol.18(2), pp.471-486 [Peer Reviewed Journal]

ergodic \(S\)-integer dy... dynamical zeta function Fixed points and periodi... fixed-point index theory local dynamics Dynamical systems with h... …
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130

Invariant measures for substitutions on countable alphabets
Domingos, Weberty ; Ferenczi, Sébastien ; Messaoudi, Ali ; et al.
Ergodic Theory and Dynamical Systems. 44(9):2533-2564

substitutions on infinit... 37A25 37B10 37A50 (Secon... substitutions on infinit... unique ergodicity countable non-negative m... shift dynamical systems... …
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131

Wandering Intervals In Affine Extensions Of Self-similar Interval Exchange Maps: The Cubic Arnoux–yoccoz Map ; Ergodic Theory And Dynamical Systems
Cobo, M. ; Gutiérrez-Romo, R. ; Maass, A.

Engineering Multidisciplinary Mathematics Interdisciplinary Applic... Mechanics interval …
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133

Dynamical systems on translation bounded measures: pure point dynamical and diffraction spectra
Baake, Michael ; Lenz, D
Ergodic Theory and Dynamical Systems. 24:1867-1893

Dynamical systems in oth... General groups of measur... 0103 physical sciences FOS: Mathematics Dynamical Systems (math.... Mathematics - Dynamical... …
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134

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135

Reports from Fairfield University Add New Data to Findings in Trichotomy (A Trichotomy for Hitting Times and Escape Rates for a Class of Unimodal Maps).
Medical Devices & Surgical Technology Week; 12/14/2025, p1968-1968, 1p

ERGODIC theory DYNAMICAL systems STATISTICAL measurement COMBINATORIAL dynamics
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138

Dynamical Borel–Cantelli lemma for recurrence theory
Bao-Wei Wang ; David Simmons ; Bing Li ; et al.
Ergodic Theory and Dynamical Systems. 42:1994-2008

Mathematics - Number The... Statistics Pure mathematics FOS: Mathematics Mathematical sciences Dynamical Systems (math.... …
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