A note on topologically transitive tree maps

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On Devaney chaotic induced fuzzy and set-valued dynamical systems
The large deviations theorem and sensitivity
Relationship among several types of sensitivity in general semi-flows
Several sufficient conditions for sensitive dependence on initial conditions
Transitivity, mixing and chaos for a class of set-valued mappings
Topological entropy for set valued maps
Inducing sensitivity on hyperspaces
Sensitive dependence on initial conditions between dynamical systems and their induced hyperspace dynamical systems
Chaos on hyperspaces
Sensitivity of set-valued discrete systems
Dynamics in one dimension
Topological dynamics of transformations induced on the space of probability measures
Continuous maps of trees and nonwandering sets
A note on transitivity in set-valued discrete systems.
Distributional chaos of tree maps.
The inverse limit space and the dynamics of a graph map
Chaotic properties of mappings on a probability space.
Stronger forms of sensitivity for measure-preserving maps and semiflows on probability spaces
Decay of correlation implies chaos in the sense of Devaney
Weak-mixing implies sensitive dependence
Li-Yorke sensitivity of set-valued discrete systems
Sensitivity of iterated function systems
The large deviations theorem and ergodic sensitivity
A note on stronger forms of sensitivity for dynamical systems
On stronger forms of sensitivity in non-autonomous systems
Some stronger forms of topological transitivity and sensitivity for a sequence of uniformly convergent continuous maps
A note on decay of correlation implies chaos in the sense of Devaney
Attractors of trees of maps and of sequences of maps between spaces with applications to subdivision
A note on the sensitivity of semiflows
Stronger forms of transitivity and sensitivity for nonautonomous discrete dynamical systems and Furstenberg families
\(\mathcal{F}\)-sensitivity and multi-sensitivity of hyperspatial dynamical systems
Mixing properties of set-valued maps on hyperspaces via Furstenberg families
Chaotic semigroups from second order partial differential equations
Characterizing mixing, weak mixing and transitivity of induced hyperspace dynamical systems
Individual chaos implies collective chaos for weakly mixing discrete dynamical systems
Kato's chaos in set-valued discrete systems
Chaos for induced hyperspace maps
Set-valued discrete chaos
On some stochastic properties in Devaney's chaos
On mixing property in set-valued discrete systems
Topological entropy and chaos for maps induced on hyperspaces
The large deviations theorem and ergodicity
Sensitivity for set-valued maps induced by \(M\)-systems
On the measure of scrambled sets of tree maps with zero topological entropy
Entropy and periodic points for transitive maps
The centre and the depth of the centre of a tree map
On the dynamics of subcontinua of a tree
ROOTED TREE MAPS AND THE KAWASHIMA RELATIONS FOR MULTIPLE ZETA VALUES
FURTHER DISCUSSION ON KATO'S CHAOS IN SET-VALUED DISCRETE SYSTEMS
Stronger forms of sensitivity for dynamical systems
Sensitivity of Nonautonomous Dynamical Systems on Uniform Spaces
A note on chaos in product maps

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