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Localization of compact invariant sets and global stability in analysis of one tumor growth model

JOURNAL ARTICLE published November 2014 in Mathematical Methods in the Applied Sciences

Authors: Konstantin E. Starkov | Diana Gamboa

Localization of Compact Invariant Sets of One Plasma Dynamics Model

PROCEEDINGS ARTICLE published 2011 in Artificial Intelligence and Applications / 718: Modelling, Identification, and Control

Authors: Konstantin E. Starkov | Diana Gamboa Loaiza

Localization of compact invariant sets in the cancer tumor growth model

PROCEEDINGS ARTICLE published 2020 in INTERNATIONAL CONFERENCE OF NUMERICAL ANALYSIS AND APPLIED MATHEMATICS ICNAAM 2019

Authors: E. S. Tverskaya

Global asymptotic stability analysis by the localization method of invariant compact sets

JOURNAL ARTICLE published November 2016 in Differential Equations

Authors: A. P. Krishchenko

LOCALIZATION OF COMPACT INVARIANT SETS OF THE RIKITAKE SYSTEM AND PIKOVSKY-RABINOVICH-TRAKHTENGERTZ SYSTEM

PROCEEDINGS ARTICLE published July 2007 in Advances in Dynamics, Instrumentation and Control

Authors: KONSTANTIN E. STARKOV | LUIS EDUARDO VARGAS

Asymptotic stability analysis of autonomous systems by applying the method of localization of compact invariant sets

JOURNAL ARTICLE published July 2016 in Doklady Mathematics

Authors: A. P. Krishchenko

Localization of compact invariant sets of the Lorenz system

JOURNAL ARTICLE published May 2006 in Physics Letters A

Authors: Alexander P. Krishchenko | Konstantin E. Starkov

Dynamical Analysis of Raychaudhuri Equations Based on the Localization Method of Compact Invariant Sets

JOURNAL ARTICLE published November 2014 in International Journal of Bifurcation and Chaos

Authors: Alexander P. Krishchenko | Konstantin E. Starkov

Localization analysis of compact invariant sets of multi-dimensional nonlinear systems and symmetrical prolongations

JOURNAL ARTICLE published May 2010 in Communications in Nonlinear Science and Numerical Simulation

Authors: Alexander P. Krishchenko | Konstantin E. Starkov

Localization of compact invariant sets of the Lorenz’ 1984 model

BOOK CHAPTER published 2009 in Springer Proceedings in Physics

Authors: K. E. Starkov

LOCALIZATION OF COMPACT INVARIANT SETS OF NONLINEAR TIME-VARYING SYSTEMS

JOURNAL ARTICLE published May 2008 in International Journal of Bifurcation and Chaos

Authors: ALEXANDER P. KRISHCHENKO | KONSTANTIN E. STARKOV

Distributionally scrambled invariant sets in a compact metric space

JOURNAL ARTICLE published March 2013 in Nonlinear Analysis: Theory, Methods & Applications

Authors: Jana Doleželová

Unbounded dynamics and compact invariant sets of one Hamiltonian system defined by the minimally coupled field

JOURNAL ARTICLE published June 2015 in Physics Letters A

Research funded by CONACYT (219614)

Authors: Konstantin E. Starkov

Localization of Invariant Compact Sets for Continuous Systems with Uncertainties

JOURNAL ARTICLE published November 2016 in Journal of Mathematical Sciences

Authors: A. N. Kanatnikov | A. P. Krishchenko

LOCALIZATION OF COMPACT INVARIANT SETS OF NONLINEAR SYSTEMS WITH APPLICATIONS TO THE LANFORD SYSTEM

JOURNAL ARTICLE published November 2006 in International Journal of Bifurcation and Chaos

Authors: ALEXANDER P. KRISHCHENKO | KONSTANTIN E. STARKOV

Generalized Invariant Sets for the Boltzmann Equation

JOURNAL ARTICLE published June 1997 in Mathematical Models and Methods in Applied Sciences

Authors: T. Goudon

Stability of Equilibria of Discrete-Time Systems and Localization of Invariant Compact Sets

JOURNAL ARTICLE published November 2018 in Differential Equations

Authors: A. N. Kanatnikov

Compact invariant sets of the Bianchi VIII and Bianchi IX Hamiltonian systems

JOURNAL ARTICLE published August 2011 in Physics Letters A

Research funded by CONACYT (000000000078890)

Authors: Konstantin E. Starkov

Universal localizing bounds for compact invariant sets of natural polynomial Hamiltonian systems

JOURNAL ARTICLE published October 2008 in Physics Letters A

Authors: Konstantin E. Starkov

Flows near compact invariant sets. Part I

JOURNAL ARTICLE published 2013 in Fundamenta Mathematicae

Authors: Pedro Teixeira