Results 71 to 80 of about 595,216 (216)
On a New Hilbert-Hardy-Type Integral Operator and Applications
By applying the way of weight functions and a Hardy's integral inequality, a Hilbert-Hardy-type integral operator is defined, and the norm of operator is obtained.
Yang Bicheng, Liu Xingdong
doaj
Weighted inequalities for fractional Hardy operators and commutators
In this paper, we introduce a fractional maximal operators Nα $N_{\alpha }$ on (0,∞) $(0,\infty )$ associated to the fractional Hardy operator Pα $P_{\alpha }$ and its dual Qα,0 ...
Wenming Li, Dong Liu, Jing Liu
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Hardy Spaces of Certain Convolution Operator
Kyungpook Mathematical Journal ...
Rajbala, Prajapat, Jugal Kishore
openaire +2 more sources
Portrait of artist, Kungpah T. King, ca. 1921 [picture] /
Title devised by cataloguer based on information from published source.; Part of the collection: Hardy Wilson collection.; Inscriptions: "Kungpah T. King"--In pencil below image right corner; "H.M.O. No 1.
Wilson, Hardy, 1881-1955
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With the help of the boundedness of the n-dimensional fractional Hardy operator and its adjoint operator on Lebesgue space with variable exponent, by applying hierarchical decomposition of function and real variable techniques, we obtain the boundedness ...
辛银萍(XIN Yinping)
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p-fractional Hardy–Schrödinger–Kirchhoff systems with critical nonlinearities
This paper deals with the existence of nontrivial solutions for critical Hardy–Schrödinger–Kirchhoff systems driven by the fractional p-Laplacian operator.
Fiscella Alessio +2 more
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Sun Tempel, east door, ca. 1950 [picture] /
Title devised by cataloguer based on inscription and published source.; Part of the collection: Hardy Wilson collection.; Inscriptions: "Sun tempel- east door"--In medium bottom centre.; Also available in electronic version via the Internet at: http ...
Wilson, Hardy, 1881-1955
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Composition-Differentiation Operators on Derivative Hardy Spaces
We first explore conditions under which every weighted composition-differentiation operator on the Hardy space H1D is completely continuous. We then discuss necessary and sufficient conditions for these operators to be Hilbert–Schmidt on the derivative ...
A. Abkar, A. Babaei
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Weighted Inequalities for Hardy–Steklov Operators
AbstractWe characterize the pairs of weights (v, w) for which the operator with s and h increasing and continuous functions is of strong type (p, q) or weak type (p, q) with respect to the pair (v, w) in the case 0 < q < p and 1 < p < ∞. The result for the weak type is new while the characterizations for the strong type improve the ones ...
Bernardis, Ana Lucia +2 more
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Austral Asia, ca. 1912 [picture] /
Title devised by cataloguer based on information from published source.; Part of the collection: Hardy Wilson collection.; Embossed stamp lower right corner.; Condition: Creases; pencil markings; pin holes in corners.; Also available in electronic ...
Wilson, Hardy, 1881-1955
core

