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Standard map
STRONG REGULARITY 3 Ergodic Theorem Produces Lyapunov Exponents (W.R.T
DOUBLE STANDARD MAPS 1. Introduction It Is a Usual
An Entire Transcendental Family with a Persistent Siegel Disk
Elliptic Bubbles in Moser's 4D Quadratic Map: the Quadfurcation
A Partial Justification of Greene's Criterion For
Bifurcations, Mode Locking, and Chaos in a Dissipative System
Boundary Values of the Thurston Pullback Map
NL3238 the Standard Map 1 NL3238 the Standard Map
Pseudo-Random Number Generator Based on Logistic Chaotic System
On Stochastic Sea of the Standard Map
Research Article a Novel Pseudorandom Bit Generator Based on Chirikov Standard Map Filtered with Shrinking Rule
Three-Dimensional Hénon-Like Maps and Wild Lorenz-Like
The Standard
A Pseudo-Random Bit Generator Using Three Chaotic Logistic Maps Michael François, David Defour
The Language of Maps. Pathway in Geography Series, Title No. 1. INSTITUTION National Council for Geographic Education
Kumari Meenu.Pdf (9.124Mb)
Nonlinear Dynamics RESOURCE LETTER
Visual Explorations of Dynamics: the Standard Map
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Chaos and Dynamical Complexity in the Quantum to Classical Transition Bibek Pokharel1, Moses Z
Rigidity and Inflexibility in Conformal Dynamics
A Worked out Example of Mating
Complex Systems Theory and Biodynamics Complexity, Emergent Systems and Complex Biological Systems
Arxiv:1501.04364V2 [Nlin.CD] 28 Feb 2015 As Well As to Discuss Some of the Many Questions That Remain
Physics Letters a 170 (6): 421-428 Nov 23 1992
A Hardware Pseudo-Random Number Generator Using Stochastic Computing and Logistic Map
Chapter 2 the Henon
Dynamical Systems Billiard Map Can Produce Very Complicated Motion
On a Family of Rational Perturbations of the Doubling Map
Applied Dynamical Systems Contents 1 Introduction
Adaptive Chirikov Map for Pseudo-Random Number Generation in Chaos-Based Stream Encryption
Dynamics of Quadratic Polynomials, I–
Dynamics of the Complex Standard Family*
HAMILTONIAN CHAOS and STATISTICAL MECHANICS
Chirikov Standard Map - Scholarpedia
Mcidas-V User's Guide
Quantum Chaos Measures for Floquet Dynamics
JULIA SETS 1. Introduction. a Function F Defined on An