Pikovsky, Arkady, 1956-
Arkady S. Pikovsky researcher
Pikovsky, Arkady
Pikovskij, Arkadij 1956-
Pikovskij, Arkadij S., 1956-
VIAF ID: 117474989 (Personal)
Permalink: http://viaf.org/viaf/117474989
Preferred Forms
- 100 0 _ ‡a Arkady S. Pikovsky ‡c researcher
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- 100 1 _ ‡a Pikovskij, Arkadij ‡d 1956-
- 200 _ | ‡a Pikovsky ‡b Arkady
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- 100 1 _ ‡a Pikovsky, Arkady
- 100 1 _ ‡a Pikovsky, Arkady
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- 100 1 _ ‡a Pikovsky, Arkady ‡d 1956-
- 100 1 _ ‡a Pikovsky, Arkady, ‡d 1956-
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- 100 1 _ ‡a Pikovsky, Arkady, ‡d 1956-
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4xx's: Alternate Name Forms (19)
5xx's: Related Names (4)
- 510 2 _ ‡a Based on the author's thesis, München, Technischen Universität
- 510 2 _ ‡a Institut für Physik (Potsdam)
- 510 2 _ ‡a NATO Advanced Study Institute on "Synchronization: Theory and Application" (2002 : I︠A︡lta, Ukraine)
- 510 2 _ ‡a Universität Potsdam ‡b Institut für Physik ‡4 affi ‡4 https://d-nb.info/standards/elementset/gnd#affiliation ‡e Affiliation
Works
Title | Sources |
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Advances in Dynamics, Patterns, Cognition : Challenges in Complexity | |
Bursting und Synchronisation in verrauschten, oszillierenden Systemen | |
Dynamics of perturbations in chaotic dynamical systems | |
Finite-density-induced motility and turbulence of chimera solitons | |
Gidrodinamičeskie neustojčivosti i perehod k turbulentnosti / pod red. H. Suinni, Dž. Gollaba. - Moskva, 1984. | |
How much time has passed? Ask your heart. | |
Hyperbolic chaos of Turing patterns. | |
In vivo cardiac phase response curve elucidates human respiratory heart rate variability. | |
Intercommunity resonances in multifrequency ensembles of coupled oscillators | |
Interplay of coupling and common noise at the transition to synchrony in oscillator populations | |
Kantorovich-Rubinstein-Wasserstein distance between overlapping attractor and repeller | |
Locking and regularization of chimeras by periodic forcing | |
Locking-based frequency measurement and synchronization of chaotic oscillators with complex dynamics | |
Long-range interacting systems : École d'été de Physique des Houches, session XC, 4-29 August 2008, École thématique du CNRS | |
Low-dimensional description for ensembles of identical phase oscillators subject to Cauchy noise | |
Low-dimensional dynamics for higher-order harmonic, globally coupled phase-oscillator ensembles | |
Lyapunov exponents : a tool to explore complex dynamics | |
Manifestations of classical and quantum chaos in nonlinear wave propagation | |
Marginal chimera state at cross-frequency locking of pulse-coupled neural networks. | |
Maximizing Coherence of Oscillations by External Locking | |
Microscopic correlations in the finite-size Kuramoto model of coupled oscillators | |
Mixing-induced global modes in open active flow | |
Multipulse phase resetting curves | |
n2001002204 | |
Noise-induced dynamics in bistable systems with delay | |
Nonlinear phase coupling functions: a numerical study | |
Nonreciprocal wave scattering on nonlinear string-coupled oscillators. | |
Numerical phase reduction beyond the first order approximation | |
Partially integrable dynamics of hierarchical populations of coupled oscillators | |
Periodically forced ensemble of nonlinearly coupled oscillators: from partial to full synchrony. | |
Phase compactons in chains of dispersively coupled oscillators. | |
Phase synchronization of chaotic oscillations in terms of periodic orbits | |
Physics and dynamics between chaos, order, and noise : proceedings of the workshop on physics and dynamics between chaos, order, and noise, Berlin, 26-30 August 1996 | |
Pulsatile desynchronizing delayed feedback for closed-loop deep brain stimulation. | |
Quantum vacuum of strongly nonlinear lattices | |
random diffusivity approach for diffusion in heterogeneous systems | |
Reconstructing phase dynamics of oscillator networks | |
Reconstruction of a neural network from a time series of firing rates. | |
Renormalization of correlations and spectra of a strange non-chaotic attractor | |
Repulsively coupled Kuramoto-Sakaguchi phase oscillators ensemble subject to common noise | |
Resolving clusters in chaotic ensembles of globally coupled identical oscillators | |
Riddling, bubbling, and Hopf bifurcation in coupled map systems | |
Roughening interfaces in deterministic dynamics | |
Scaling of lyapunov exponents of coupled chaotic systems | |
Scaling properties of weak chaos in nonlinear disordered lattices. | |
Self-emerging and turbulent chimeras in oscillator chains | |
Self-organized quasiperiodicity in oscillator ensembles with global nonlinear coupling. | |
The simplest case of chaotic wave scattering | |
Singular continuous spectra in dissipative dynamics | |
Solitary phase waves in a chain of autonomous oscillators | |
Spreading of energy in the Ding-Dong model | |
Statistical properties of dynamically generated anomalous diffusion | |
Steady Viscous Flow with Fractal Power Spectrum | |
Stochastic bursting in unidirectionally delay-coupled noisy excitable systems | |
Strange nonchaotic attractors : dynamics between order and chaos in quasiperiodically forced systems | |
Superexponential droplet fractalization as a hierarchical formation of dissipative compactons | |
Synchronization : a universal concept in nonlinear sciences | |
Synchronization of a Josephson junction array in terms of global variables | |
Synchronization of coupled active rotators by common noise. | |
Synchronization of oscillators in a Kuramoto-type model with generic coupling. | |
Synchronization: Theory and Application | |
Synchrony suppression in ensembles of coupled oscillators via adaptive vanishing feedback. | |
System Size Resonance in Coupled Noisy Systems and in the Ising Model | |
Temporal chaos versus spatial mixing in reaction-advection-diffusion systems | |
Transcritical riddling in a system of coupled maps. | |
Transition to coherence in populations of coupled chaotic oscillators: a linear response approach. | |
Transition to synchrony in finite Kuramoto ensembles | |
Traveling waves and compactons in phase oscillator lattices. | |
Uncovering interaction of coupled oscillators from data | |
Unidirectionally coupled map lattice as a model for open flow systems. | |
Untangling complex dynamical systems via derivative-variable correlations | |
同期理論の基礎と応用 : 数理科学、化学、生命科学から工学まで |