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The Least Distance between Extrema and the Minimum Period of Solutions of Autonomous Vector Differential Equations

Doklady. Mathematics, 2019-03, Vol.99 (2), p.143-144

Zevin, A. A.

2019

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Maximum Lyapunov exponents and stability criteria of linear systems with variable delay

Journal of applied mathematics and mechanics, 2015-01, Vol.79 (1), p.1-8

Zevin, A.A.

2015

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Optimal exponential feedback stabilization of planar systems

Automatica (Oxford), 2011-05, Vol.47 (5), p.956-961

2011

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The theory of parametric oscillations

Journal of applied mathematics and mechanics, 2014, Vol.78 (1), p.30-38

Zevin, A.A.

2014

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General Solution of Stability Problem for Plane Linear Switched Systems and Differential Inclusions

IEEE transactions on automatic control, 2008-10, Vol.53 (9), p.2149-2153

2008

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Sharp bounds for periodic solutions of Lipschitzian differential equations

Nonlinearity, 2009-07, Vol.22 (7), p.1575-1587

Zevin, A A

2009

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Delay-Independent Stability Conditions for Time-Varying Nonlinear Uncertain Systems

IEEE transactions on automatic control, 2006-09, Vol.51 (9), p.1482-1486

2006

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Exponential stability and solution bounds for systems with bounded nonlinearities

IEEE transactions on automatic control, 2003-10, Vol.48 (10), p.1799-1804

2003

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Minimal periods of periodic solutions of some Lipschitzian differential equations

Applied mathematics letters, 2009-10, Vol.22 (10), p.1562-1566

2009

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The necessary and sufficient conditions for the stability of linear systems with an arbitrary delay

Journal of applied mathematics and mechanics, 2010, Vol.74 (4), p.384-388

Zevin, A.A.

2010

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Young Citizens of the World: Teaching Elementary Social Studies through Civic Engagement

Second edition., 2014

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Bounds for periodic solutions of vector second-order nonlinear differential equations

Journal of mathematical analysis and applications, 2007-08, Vol.332 (1), p.390-399

2007

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The least distance between extremums and minimal period of solutions to autonomous vector differential equations

Доклады Академии наук, 2019-05, Vol.485 (2), p.142-144

Zevin, A. A.

2019

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The stability of the parametric oscillations of second-order non-linear systems

Journal of applied mathematics and mechanics, 2012, Vol.76 (1), p.48-55

2012

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A qualitative investigation of the oscillations of a pendulum with a periodically varying length and a mathematical model of a swing

Journal of applied mathematics and mechanics, 2007, Vol.71 (6), p.892-904

2007

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Teaching on a tightrope: The diverse roles of a great teacher

Zevin, Jack

2010

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Absolute stability criteria for a generalized lur'e problem with delay in the feedback

SIAM journal on control and optimization, 2005, Vol.43 (6), p.2000-2008

2005

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Generalized index for Hamiltonian systems with applications

Nonlinearity, 2005-09, Vol.18 (5), p.1885-1900

Zevin, Alexandr A

2005

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Necessary and sufficient conditions for exponential stability of a family of generalized Liénard differential equations

Dynamical systems (London, England), 2010-03, Vol.25 (1), p.17-24

2010

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Microbial translocation and microbiome dysbiosis in HIV-associated immune activation

Current opinion in HIV & AIDS, 2016-03, Vol.11 (2), p.182-190

2016

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Microbiome Composition and Function Drives Wound-Healing Impairment in the Female Genital Tract

PLoS pathogens, 2016-09, Vol.12 (9), p.e1005889-e1005889

2016

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Vaginal bacteria modify HIV tenofovir microbicide efficacy in African women

Science (American Association for the Advancement of Science), 2017-06, Vol.356 (6341), p.938-945

2017

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Sharp Bounds for Lyapunov Exponents and Stability Conditions for Uncertain Systems With Delays

IEEE transactions on automatic control, 2010-05, Vol.55 (5), p.1249-1253

2010

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Oscillations of a pendulum with a periodically varying length and a model of swing

International journal of non-linear mechanics, 1999, Vol.34 (1), p.105-109

1999

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A New Approach to the Lur'e Problem in the Theory of Absolute Stability

SIAM journal on control and optimization, 2003-01, Vol.42 (5), p.1895-1904

2003

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The Least Distance between Extrema and the Minimum Period of Solutions of Autonomous Vector Differential Equations

Maximum Lyapunov exponents and stability criteria of linear systems with variable delay

Optimal exponential feedback stabilization of planar systems

The theory of parametric oscillations

General Solution of Stability Problem for Plane Linear Switched Systems and Differential Inclusions

Sharp bounds for periodic solutions of Lipschitzian differential equations

Delay-Independent Stability Conditions for Time-Varying Nonlinear Uncertain Systems

Exponential stability and solution bounds for systems with bounded nonlinearities

Minimal periods of periodic solutions of some Lipschitzian differential equations

The necessary and sufficient conditions for the stability of linear systems with an arbitrary delay

Young Citizens of the World: Teaching Elementary Social Studies through Civic Engagement

Bounds for periodic solutions of vector second-order nonlinear differential equations

The least distance between extremums and minimal period of solutions to autonomous vector differential equations

The stability of the parametric oscillations of second-order non-linear systems

A qualitative investigation of the oscillations of a pendulum with a periodically varying length and a mathematical model of a swing

Teaching on a tightrope: The diverse roles of a great teacher

Absolute stability criteria for a generalized lur'e problem with delay in the feedback

Generalized index for Hamiltonian systems with applications

Necessary and sufficient conditions for exponential stability of a family of generalized Liénard differential equations

Microbial translocation and microbiome dysbiosis in HIV-associated immune activation

Microbiome Composition and Function Drives Wound-Healing Impairment in the Female Genital Tract

Vaginal bacteria modify HIV tenofovir microbicide efficacy in African women

Sharp Bounds for Lyapunov Exponents and Stability Conditions for Uncertain Systems With Delays

Oscillations of a pendulum with a periodically varying length and a model of swing

A New Approach to the Lur'e Problem in the Theory of Absolute Stability

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