A. V. Pokrovskiĭ - Concepedia

Author

A. V. Pokrovskiĭ

Also Known As

A V Pokrovskii, A V Pokrovskiĭ, A. L. Pokrovskii, A. V. Pokrovskii, A. V. Pokrovskiĭ, A.V Pokrovskii, A.V. Pokrovskii, A.V. Pokrovskiı, ALEXEI POKROVSKII, Alexei Pokrovskii

138

Publications

731

Citations

H-Index

Concepts

All Affiliations

University College Cork Institute for Information Transmission Problems The University of Queensland Deakin University University of Limerick

About

A. V. Pokrovskiĭ is an author at University College Cork specializing in stability, engineering, and computer science.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	6	6	98
2	Business	2	2	30
3	Medicine	1	1	39
4	Natural Sciences	1	1	13
5	Public Health	1	1	39

A. V. Pokrovskiĭ

Publications

403

Citations

H-Index

Page 1

	Year	Citations
Lyapunov functions for SIR and SIRS epidemic models Suzanne M. O’Regan, Thomas C. Kelly, Andrei Korobeinikov, Applied Mathematics Letters Infectious Disease ModellingEpidemiological DynamicLyapunov AnalysisLyapunov FunctionsStability	2009	101
Memory Effects in Population Dynamics : Spread of Infectious Disease as a Case Study Alexander Pimenov, Thomas C. Kelly, Andrei Korobeinikov, Mathematical Modelling of Natural Phenomena Memory EffectsEpidemiological DynamicPopulation DynamicDisease OutbreakInfectious Disease	2012	39
Rate-Independent Hysteresis in Terrestrial Hydrology Brian Appelbe, Denis Flynn, Hugh McNamara, IEEE Control Systems HydrogeologySoil PropertyEngineeringRate-independent HysteresisWater Resources	2009	36
Asymptotically Stable Oscillations in Systems with Hysteresis Nonlinearities Martin Brokate, A. V. Pokrovskiĭ Journal of Differential Equations Hysteresis NonlinearitiesHysteresisNonlinear OscillationStability	1998	28
Chaos in a seasonally perturbed SIR model: avian influenza in a seabird colony as a paradigm Suzanne M. O’Regan, Thomas C. Kelly, Andrei Korobeinikov, Journal of Mathematical Biology Infectious Disease ModellingAvian InfluenzaEvolutionary BiologyEpidemiological DynamicDisease Outbreak	2012	21
Generalized guiding functions in a problem on high frequency forced oscillations A. M. Krasnoselʹskiǐ, M. A. Krasnosel’skii, Jean Mawhin, Nonlinear Analysis Oscillation TheoryHigh FrequencyNonlinear ResonanceVibration ControlNonlinear Mechanical System	1994	19
Memory of recessions Rod Cross, Hugh McNamara, A. V. Pokrovskiĭ Journal of Post Keynesian Economics Economic FluctuationEconomic HistoryPotential Output PathsMonetary PolicyOpen Economy Macroeconomics	2012	18
STATISTICAL LAWS FOR COMPUTATIONAL COLLAPSE OF DISCRETIZED CHAOTIC MAPPINGS Phil Diamond, A. V. Pokrovskiĭ International Journal of Bifurcation and Chaos Deterministic Dynamical SystemEngineeringChaos TheoryEntropyDiscrete Dynamical System	1996	17
On chaotic wave patterns in periodically forced steady-state KdVB and extended KdVB equations E. A. Cox, Michael P. Mortell, A. V. Pokrovskiĭ, Proceedings of the Royal Society A Mathematical Physical and Engineering Sciences Kdvb EquationsChaos TheoryHigh-dimensional ChaosSteady ProfilesChaotic Wave Patterns	2005	15
Boundedness and Dissipativity of Truncated Rotations on Uniform Planar Lattices Phil Diamond, Peter E. Kloeden, Victor Kozyakin, Mathematische Nachrichten Numerical AnalysisQuantum Lattice SystemEngineeringTruncation OperatorFunctional Analysis	1998	13

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