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Applicable Analysis
An International Journal
Volume 84, 2005 - Issue 2
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Original Articles

Nonuniform stability and boundedness criteria for set differential equations

T. Gnana BhaskarCorrespondence[email protected]
&
J. Vasundhara Devi †View further author information
Pages 131-143 | Received 02 Aug 2004, Accepted 01 May 2004, Published online: 15 Aug 2006

Citations (12)

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V. I. Slyn’ko. (2017) Stability in terms of two measures for set difference equations in space . Applicable Analysis 96:2, pages 278-292.
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Articles from other publishers (11)

Coşkun YAKAR & Hazm TALAB. (2023) Lagrange stability in terms of two measures with initial time difference for set differential equations involving causal operators. Communications Faculty Of Science University of Ankara Series A1Mathematics and Statistics 72:1, pages 84-104.
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Osman Tunç, Cemil Tunç, Jen-Chih Yao & Ching-Feng Wen. (2022) New Fundamental Results on the Continuous and Discrete Integro-Differential Equations. Mathematics 10:9, pages 1377.
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Coșkun Yakar & Hazm Talab. (2021) Stability of Perturbed Set Differential Equations Involving Causal Operators in Regard to Their Unperturbed Ones considering Difference in Initial Conditions. Advances in Mathematical Physics 2021, pages 1-12.
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Peiguang Wang, Xiran Wu & Huina Liu. (2021) Higher order convergence for a class of set differential equations with initial conditions. Discrete & Continuous Dynamical Systems - S 14:9, pages 3233.
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Peiguang Wang & Yameng Wang. (2021) QUADRATIC APPROXIMATION OF SOLUTIONS FOR SET-VALUED FUNCTIONAL DIFFERENTIAL EQUATIONS. Journal of Applied Analysis & Computation 11:1, pages 532-545.
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Junyan Bao & Peiguang Wang. (2020) Asymptotic Stability of Neutral Set-Valued Functional Differential Equation by Fixed Point Method. Discrete Dynamics in Nature and Society 2020, pages 1-8.
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I. V. Atamas & V. I. Slyn’ko. (2019) Liouville Formula for Some Classes of Differential Equations with the Hukuhara Derivative. Differential Equations 55:11, pages 1407-1419.
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Peiguang Wang & Weiwei Sun. (2014) Practical Stability in terms of Two Measures for Set Differential Equations on Time Scales. The Scientific World Journal 2014, pages 1-7.
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Nguyen Ngoc Tu & Tran Thanh Tung. (2009) Stability of set differential equations and applications. Nonlinear Analysis: Theory, Methods & Applications 71:5-6, pages 1526-1533.
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Nguyen Dinh Phu, Le Thanh Quang & Tran Thanh Tung. (2008) Stability criteria for set control differential equations. Nonlinear Analysis: Theory, Methods & Applications 69:11, pages 3715-3721.
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T. Gnana Bhaskar & J. Vasundhara Devi. (2005) Set differential systems and vector Lyapunov functions. Applied Mathematics and Computation 165:3, pages 539-548.
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