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The Gronwall inequality for weighted integrals
Proceedings of the American Mathematical Society, 1971The objective of this paper is to establish a Gronwall inequality for the weighted refinement integral [ F , ( w 1 , w 2 , w 3 ) ]
Wright, F. M. +2 more
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Henry–Gronwall type q‐fractional integral inequalities
Mathematical methods in the applied sciences, 2020The study of q‐difference equations has gained intensive interest in the last years. It has been shown that these types of equations have numerous applications in diverse fields and thus have evolved into multidisciplinary subjects.
A. Ben Makhlouf +3 more
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On discrete inequalities related to Gronwall’s inequality
Proceedings of the Indian Academy of Sciences - Section A, 1977The paper presents some new discrete inequalities related to the Well-known inequality due to Gronwall. The inequalities proved can be used in the theory of finite difference equations as handy tools.
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Analogues of Gronwall’s inequality
1992In this chapter we consider various analogues of Gronwall-type inequalities. These are effective tools in the study of equations of various classes.
Drumi Bainov, Pavel Simeonov
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Gronwall inequality for hybrid systems
Automatica, 2014zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Noroozi, N, Nesic, D, Teel, AR
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General fractional interval-valued differential equations and Gronwall inequalities
Soft Computing - A Fusion of Foundations, Methodologies and Applications, 2023Qingduan Fan +2 more
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Fractional Variable Order Gronwall Inequality
2021This chapter presents the first generalized fractional variable order Gronwall inequality. It follows [1].
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Mathematics and Computers in Simulation, 2021
A. Hendy, M. A. Zaky, D. Suragan
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A. Hendy, M. A. Zaky, D. Suragan
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On some nonlinear generalizations of Gronwall’s inequality
Proceedings of the Indian Academy of Sciences - Section A, 1976Some useful nonlinear generalizations of the Gronwall’s inequality which contain, as special cases, the recent generalizations of this inequality given by I. Bihari, D. Willett and J. S. W. Wong and several recent works are presented.
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Higher dimensional gronwall-bellman type inequalities
Applicable Analysis, 1984The Gronwall-Bellman inequality is extended to n-dimensional integrals with a kernel of the form K(x,t) where x and t are each in ...
James Conlan, Chung-Lie Wang
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