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A General Dynamic Inequality of Opial Type |
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PP: 875-879 |
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doi:10.18576/amis/100306
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Author(s) |
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Ravi Agarwal,
Martin Bohner,
Donal O’Regan,
Mahmoud Osman,
Samir Saker,
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Abstract |
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| We present a new general dynamic inequality of Opial type. This inequality is new even in both the continuous and discrete
cases. The inequality is proved by making use of a recently introduced new technique for Opial dynamic inequalities, the time scales
integration by parts formula, the time scales chain rule, and classical as well as time scales versions of H¨older’s inequality. |
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