AbstractWe obtain a new integral inequality in which the integrals are taken over a certain bounded domain in n-dimensional Euclidean space, where is suggested that the unknown functions equal zero only on a part of its boundary
AbstractComputable lower and upper bounds for the symmetric elliptic integrals and for Legendre's in...
AbstractIn the present paper we establish some new integral inequalities related to a certain inequa...
AbstractWe establish the inequality [equation] where α=CK,n=p/q,q−1+(u′(x)R(x)/u2(x)r(x))≥q/KandR(x)...
AbstractIn the known Friedrichs integral inequality it is assumed that the unknown function equals z...
AbstractIn the present paper we establish some new inequalities related to a certain integral inequa...
we prove an integral inequality that involves several functions. We denote by Rn, n ≥ 1, the Euclide...
AbstractIn this paper, we shall use some elementary techniques such as appropriate integral represen...
© 2018, Allerton Press, Inc. On domains of Euclidean spaces we consider inequalities for test functi...
AbstractThe aim of the present note is to establish some new integral inequalities involving functio...
AbstractIn this paper we prove a rearrangement inequality that generalizes inequalities given in the...
[[abstract]]We establish the inequality [equation] where α = CK,n = p/q,q − 1 + (u′(x)R(x)/u2(x)r(x)...
AbstractThe aim of the present paper is to establish some multidimensional Poincaré-type integral in...
In this short note, we give a positive answer to an open problem posed by F. Qi in the paper Several...
This PhD thesis deals with some new integral inequalities of Hardy and Friedrichs types in domains w...
Abstract. Young’s integral inequality is reformulated with upper and lower bounds for the remainder....
AbstractComputable lower and upper bounds for the symmetric elliptic integrals and for Legendre's in...
AbstractIn the present paper we establish some new integral inequalities related to a certain inequa...
AbstractWe establish the inequality [equation] where α=CK,n=p/q,q−1+(u′(x)R(x)/u2(x)r(x))≥q/KandR(x)...
AbstractIn the known Friedrichs integral inequality it is assumed that the unknown function equals z...
AbstractIn the present paper we establish some new inequalities related to a certain integral inequa...
we prove an integral inequality that involves several functions. We denote by Rn, n ≥ 1, the Euclide...
AbstractIn this paper, we shall use some elementary techniques such as appropriate integral represen...
© 2018, Allerton Press, Inc. On domains of Euclidean spaces we consider inequalities for test functi...
AbstractThe aim of the present note is to establish some new integral inequalities involving functio...
AbstractIn this paper we prove a rearrangement inequality that generalizes inequalities given in the...
[[abstract]]We establish the inequality [equation] where α = CK,n = p/q,q − 1 + (u′(x)R(x)/u2(x)r(x)...
AbstractThe aim of the present paper is to establish some multidimensional Poincaré-type integral in...
In this short note, we give a positive answer to an open problem posed by F. Qi in the paper Several...
This PhD thesis deals with some new integral inequalities of Hardy and Friedrichs types in domains w...
Abstract. Young’s integral inequality is reformulated with upper and lower bounds for the remainder....
AbstractComputable lower and upper bounds for the symmetric elliptic integrals and for Legendre's in...
AbstractIn the present paper we establish some new integral inequalities related to a certain inequa...
AbstractWe establish the inequality [equation] where α=CK,n=p/q,q−1+(u′(x)R(x)/u2(x)r(x))≥q/KandR(x)...
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