Add to ORKGUsing generalized Canavati fractional left and right vectorial Tay-lor formulae we prove corresponding left and right fractional Hilbert-Pachpatte type inequalities for Banach algebra valued functions. We cover also the sequential fractional case. We …nish with applications
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...
Here we introduce the generalized Prabhakar fractional calculus and we also combine it with the gene...
Using generalized Canavati fractional left and right vectorial Tay-lor formulae we prove correspondi...
Using generalized Canavati fractional left and right vectorial Taylor formulae we establish mixed fr...
Using generalized Canavati fractional left and right vectorial Taylor formulae we establish mixed fr...
Using a generalized vectorial Taylor formula involving ordinary vector derivatives we establish mixe...
We present here very general weighted univariate and multivariate Hilbert-Pachpatte type integral in...
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 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 prove fractional representation formulae involving generalized fractional derivatives, Caput...
Here we prove fractional representation formulae involving generalized fractional derivatives, Caput...
Here we give a very general fractional Bochner integral representation formula for Banach space valu...
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...
Here we introduce the generalized Prabhakar fractional calculus and we also combine it with the gene...
Using generalized Canavati fractional left and right vectorial Tay-lor formulae we prove correspondi...
Using generalized Canavati fractional left and right vectorial Taylor formulae we establish mixed fr...
Using generalized Canavati fractional left and right vectorial Taylor formulae we establish mixed fr...
Using a generalized vectorial Taylor formula involving ordinary vector derivatives we establish mixe...
We present here very general weighted univariate and multivariate Hilbert-Pachpatte type integral in...
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 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 prove fractional representation formulae involving generalized fractional derivatives, Caput...
Here we prove fractional representation formulae involving generalized fractional derivatives, Caput...
Here we give a very general fractional Bochner integral representation formula for Banach space valu...
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...
Here we introduce the generalized Prabhakar fractional calculus and we also combine it with the gene...