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Stability of solutions to impulsive differential equations in critical cases

JOURNAL ARTICLE published January 2011 in Siberian Mathematical Journal

Authors: A. I. Dvirnyĭ | V. I. Slyn’ko

The global stability conditions for solutions of nonstationary differential equations with instant impulsive effects in pseudolinear form

JOURNAL ARTICLE published November 2011 in Journal of Mathematical Sciences

Authors: Aleksandr Ivanovich Dvirny | Vitalii Ivanovich Slyn’ko

An analog to Kamenkov’s critical stability case for nonstationary systems of impulsive differential equations

JOURNAL ARTICLE published January 2013 in Journal of Mathematical Sciences

Authors: Aleksandr I. Dvirny | Vitalii I. Slyn’ko

On the stability of solutions of large-scale systems of impulsive differential equations in critical cases

JOURNAL ARTICLE published April 2014 in Differential Equations

Authors: A. I. Dvirnyi | V. I. Slyn’ko

Investigating stability using nonlinear quasihomogeneous approximation to differential equations with impulsive action

JOURNAL ARTICLE published June 2014 in Sbornik: Mathematics

Authors: A. I. Dvirny | V. I. Slyn'ko

Existence results on positive periodic solutions for impulsive functional differential equations

JOURNAL ARTICLE published 12 June 2011 in Glasnik matematicki

Authors: Yuji Liu

Conditions of stability for periodic linear systems of ordinary differential equations

JOURNAL ARTICLE published 26 July 2019 in St. Petersburg Mathematical Journal

Authors: V. I. Slyn′ko

Existence of solutions for nonlinear impulsive higher order fractional differential equations

JOURNAL ARTICLE published 2011 in Electronic Journal of Qualitative Theory of Differential Equations

Authors: Xuhuan Wang

Uniqueness of solutions and linearized stability for impulsive differential equations with state-dependent delay

JOURNAL ARTICLE published November 2022 in Journal of Differential Equations

Authors: Kevin E.M. Church

THREE SOLUTIONS FOR IMPULSIVE FRACTIONAL DIFFERENTIAL EQUATIONS WITH DIRICHLET BOUNDARY CONDITION

JOURNAL ARTICLE published 2023 in Matematički Vesnik

Stability of the analytic and numerical solutions for impulsive differential equations

JOURNAL ARTICLE published November 2011 in Applied Numerical Mathematics

Authors: Hui Liang | M.H. Song | M.Z. Liu

Solutions of nonlinear impulsive Itô functional-differential equations: Stability by the linear approximation

JOURNAL ARTICLE published August 2013 in Differential Equations

Authors: R. I. Kadiev

Stability of solutions of monotone systems of impulsive differential equations

JOURNAL ARTICLE published March 2012 in Differential Equations

Authors: A. I. Dvirnyi | V. I. Slyn’ko

Impulsive Differential Equations

BOOK published 1 November 2017

Mean Square Stability of Impulsive Stochastic Differential Systems

JOURNAL ARTICLE published 2011 in International Journal of Differential Equations

Authors: Shujie Yang | Bao Shi | Mo Li

Practical Stability in terms of Two Measures for Impulsive Differential Equations with “Supremum”

JOURNAL ARTICLE published 2011 in International Journal of Differential Equations

Research funded by Plovdiv University (NI11FMI004/30.05.2011)

Authors: S. G. Hristova | A. Georgieva

Bounded solutions of affine stochastic differential equations and stability

JOURNAL ARTICLE published 1986 in Časopis pro pěstování matematiky

Authors: A. Halanay | T. Morozan | C. Tudor

On stability of solutions of nonlinear nonstationary systems of impulsive differential equations in a critical case

JOURNAL ARTICLE published April 2012 in Nonlinear Oscillations

Authors: A. I. Dvirnyi | V. I. Slyn’ko

On the Stability of Solutions of Impulsive Parabolic Differential-Functional Equations

BOOK CHAPTER published 31 December 1998 in Proceedings of the Eighth International Colloquium on Differential Equations, Plovdiv, Bulgaria, 18–23 August, 1997

Authors: D. Bainov | E. Minchev

Global stability of solutions of nonstationary monotone differential equations with impulsive action in the pseudolinear form

JOURNAL ARTICLE published October 2011 in Nonlinear Oscillations

Authors: A. I. Dvirnyi | V. I. Slyn’ko