島根大学総合理工学部紀要.シリーズB

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島根大学総合理工学部紀要.シリーズB 53
2020 発行

APPROXIMATION OF INTEGRAL OPERATORS FOR ABSOLUTELY CONTINUOUS FUNCTIONS WHOSE DERIVATIVES ARE ESSENTIALLY BOUNDED

DRAGOMIR, S. S.
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内容記述(抄録等)
Approximations via Ostrowski type inequalities for the integral transform with the kernel K (., .) of absolutely continuous functions g : [a, b] → R whose derivative g′ : [a, b] → R belongs to L∞ [a, b] are obtained. Applications for particular integral transforms such as the Finite Mellin transform, the Finite Sine and Cosine transforms are also given .
DOI(SelfDOI)