DRAGOMIR, S. S.
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 .
Finite Fourier transform
Finite Mellin transform
Finite Cos and Sine transforms
Ostrowski type inequalities
Memoirs of the Graduate School of Science and Engineering, Shimane University. Series B, Mathematics
The Interdisciplinary Graduate School of Science and Engineering
Departmental Bulletin Paper
Faculty of Science and Engineering