On Bicheng[Yang]-Debnath's generalizations of Hardy's integral inequality.
On Boman's theorem on partial regularity of mappings
Let and be a positive integer. Let be a locally bounded map such that for each , the derivatives , , exist and are continuous. In order to conclude that any such map is necessarily of class it is necessary and sufficient that be not contained in the zero-set of a nonzero homogenous polynomial which is linear in and homogeneous of degree in . This generalizes a result of J. Boman for the case . The statement and the proof of a theorem of Boman for the case is also extended...
On Borel Classes of Sets of Fréchet Subdifferentiability
We study possible Borel classes of sets of Fréchet subdifferentiability of continuous functions on reflexive spaces.
On Borsík's problem concerning quasiuniform limits of Darboux quasicontinuous functions
On boundedness and discontinuity of additive functions
On boundedness of a certain class of Hardy-Steklov type operators in Lebesgue spaces.
On boundedness of weighted Hardy operator in and regularity condition.
On bounds for the derivates of a complex-valued function on a compact interval.
On bounds of the range of ordered variates II.
On Carleman's inequality
On Cauchy-Frullani Integrals
On Čebyšev type inequalities involving functions whose derivatives belong to spaces.
On Čebyšev-Grüss type inequalities via Pečarić's extension of the Montgomery identity.
On certain formulas for the multivariable hypergeometric functions.
On certain inequalities for means in two variables.
On certain inequalities improving the Hermite-Hadamard inequality.
On certain inequalities involving the Lambert W function.
On certain inequalities related to the Seitz inequality.
On certain iterative sequences
On certain means of two arguments and their extensions.