J. Stark

发表

Takens embedding theorems for forced and stochastic systems

D. Broomhead, M. Davies, J. Stark, 1997 .

Recursive filters driven by chaotic signals

M. Davies, J. Stark, 1994 .

Invariant graphs for forced systems

J. Stark, 1997 .

Neural networks, learning automata and iterated function systems

Paul C. Bressloff, P. Bressloff, J. Stark, 1991 .

Semi-uniform ergodic theorems and applications to forced systems

Rob Sturman, J. Stark, R. Sturman, 2000 .

Modelling the Effect of Gap Junction Nonlinearities in Systems of Coupled Cells

J. Stark, S. Baigent, A. Warner, 1997 .

Recursive prediction of chaotic time series

J. Stark, J. Stark, 1993 .

Estimation of intensive quantities in spatio-temporal systems from time-series

Ricardo Carretero-González, Jaroslav Stark, J. Stark, 2000 .

Reconstruction and cross-prediction in coupled map lattices using spatio-temporal embedding techniques

Jaroslav Stark, J. Stark, S. Ørstavik, 1998 .

The structure of mode-locked regions in quasi-periodically forced circle maps

Arkady Pikovsky, Ulrike Feudel, Paul Glendinning, 2000 .

NONLINEAR DYNAMICS II , III : ANALYSIS OF TIME SERIES

J. Stark, 1999 .

Rotation numbers for quasi-periodically forced monotone circle maps

Arkady Pikovsky, Ulrike Feudel, Paul Glendinning, 2002 .

An exhaustive criterion for the non-existence of invariant circles for area-preserving twist maps

J. Stark, 1988 .

Neural Networks Using Iterated Function Systems

Paul C. Bressloff, Jaroslav Stark, P. Bressloff, 1992 .

Iterated function system models of digital channels

Mark R. Muldoon, D. Broomhead, J. Stark, 2004, Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences.

Locating bifurcations in quasiperiodically forced systems

J. Stark, P. Glendinning, P. R. Chastell, 1995 .

Converse KAM theory for symplectic twist maps

J. Stark, R. MacKay, J. Meiss, 1989 .

Regularity of invariant graphs for forced systems

J. Stark, 1999, Ergodic Theory and Dynamical Systems.

Strangely dispersed minimal sets in the quasiperiodically forced Arnold circle map

J. Stark, P. Glendinning, T. Jaeger, 2008, 0807.4707.

Adaptive model selection using orthogonal least squares methods

Jaroslav Stark, J. Stark, 1997, Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences.

Analysis of associative reinforcement learning in neural networks using iterated function systems

Paul C. Bressloff, Jaroslav Stark, P. Bressloff, 1992, IEEE Trans. Syst. Man Cybern..

Optimal scheduling in a periodic environment

J. Stark, R. MacKay, S. Slijepčević, 2000 .

Delay Embeddings for Forced Systems. II. Stochastic Forcing

David S. Broomhead, Jaroslav Stark, M. E. Davies, 2003, J. Nonlinear Sci..

Delay Embeddings for Forced Systems. I. Deterministic Forcing

J. Stark, J. Stark, 1999 .

EXTRACTING SLOWLY VARYING SIGNALS FROM A CHAOTIC BACKGROUND

Jaroslav Stark, J. Stark, Balakumar V. Arumugam, 1992 .

Neuronal dynamics based on discontinuous circle maps

Paul C. Bressloff, P. Bressloff, J. Stark, 1990 .

Boundary circles for area-preserving maps

Robert S. MacKay, J. Stark, R. MacKay, 1986 .

On the standard map critical function

J. Stark, S. Marmi, 1992 .

Inertial manifolds for dynamics of cells coupled by gap junction

J. Stark, S. Baigent, P. Iannelli, 1998 .

Scaling and interleaving of subsystem Lyapunov exponents for spatio-temporal systems.

D. Broomhead, J. Stark, J. Huke, 1998, Chaos.

Towards a Classification for Quasiperiodically Forced Circle Homeomorphisms

J. Stark, T. Jäger, 2005, math/0502129.

Convergent dynamics of two cells coupled by a nonlinear gap junction.

J. Stark, S. Baigent, A. Warner, 2001 .

Locally most robust circles and boundary circles for area-preserving maps

J. Stark, R. MacKay, 1992 .

Delay Reconstruction: Dynamics versus Statistics

Jaroslav Stark, J. Stark, 2001 .

Unstable manifolds for the MacKay approximate renormalisation

J. Stark, 1989 .

Determining the critical transition for circles of arbitrary rotation number

J. Stark, 1992 .

Evaluation of an approximate renormalisation scheme for area-preserving maps

J. Stark, R. MacKay, 1989 .

Smooth conjugacy and renormalisation for diffeomorphisms of the circle

J. Stark, 1988 .

Renormalizing the Simple Pendulum

Shaun Bullett, Jaroslav Stark, J. Stark, 1993, SIAM Rev..

Observing complexity, seeing simplicity

Jaroslav Stark, J. Stark, 2000, Philosophical Transactions of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences.

Thermodynamic Limit from Small Lattices of Coupled Maps

D. Broomhead, J. Stark, J. Huke, 1999, chao-dyn/9904009.