Here we present very general iterated fractional Bochner integral representation formulae for Banach space valued functions. Based on these we derive generalized and iterated left and right: fractional Poincaré type inequalities, fractional Opial type inequalities and fractional Hilbert-Pachpatte inequalities. All these inequalities are very general having in their background Bochner type integrals. See also[4]
Using generalized Canavati fractional left and right vectorial Tay-lor formulae we prove correspondi...
Using generalized Canavati fractional left and right vectorial Tay-lor formulae we prove correspondi...
Some Grüss type inequalities for the Bochner integral of vectorvalued\ud functions in real or comple...
Here we present very general iterated fractional Bochner integral representation formulae for Banach...
Here we present very general iterated fractional Bochner integral representation formulae for Banach...
Here we give a very general fractional Bochner integral representation formula for Banach space valu...
Here we give a very general fractional Bochner integral representation formula for Banach space valu...
Here we present a general fractional analysis theory for Banach space valued functions of real domai...
Here we present a general fractional analysis theory for Banach space valued functions of real domai...
Here we present a general fractional analysis theory for Banach space valued functions of real domai...
Here we derive very general iterated fractional representation formulae. Based on these we obtain a ...
We present here a strong mixed fractional calculus theory for Banach space valued functions of gener...
We present here a strong mixed fractional calculus theory for Banach space valued functions of gener...
Using fundamental formulae of iterated fractional Caputo type calculus, we establish several importa...
Using fundamental formulae of iterated fractional Caputo type calculus, we establish several importa...
Using generalized Canavati fractional left and right vectorial Tay-lor formulae we prove correspondi...
Using generalized Canavati fractional left and right vectorial Tay-lor formulae we prove correspondi...
Some Grüss type inequalities for the Bochner integral of vectorvalued\ud functions in real or comple...
Here we present very general iterated fractional Bochner integral representation formulae for Banach...
Here we present very general iterated fractional Bochner integral representation formulae for Banach...
Here we give a very general fractional Bochner integral representation formula for Banach space valu...
Here we give a very general fractional Bochner integral representation formula for Banach space valu...
Here we present a general fractional analysis theory for Banach space valued functions of real domai...
Here we present a general fractional analysis theory for Banach space valued functions of real domai...
Here we present a general fractional analysis theory for Banach space valued functions of real domai...
Here we derive very general iterated fractional representation formulae. Based on these we obtain a ...
We present here a strong mixed fractional calculus theory for Banach space valued functions of gener...
We present here a strong mixed fractional calculus theory for Banach space valued functions of gener...
Using fundamental formulae of iterated fractional Caputo type calculus, we establish several importa...
Using fundamental formulae of iterated fractional Caputo type calculus, we establish several importa...
Using generalized Canavati fractional left and right vectorial Tay-lor formulae we prove correspondi...
Using generalized Canavati fractional left and right vectorial Tay-lor formulae we prove correspondi...
Some Grüss type inequalities for the Bochner integral of vectorvalued\ud functions in real or comple...