The theory of boundedness classical operators real analyses on Morrey spaces defined Carleson curves has made significant progress in recent years as it allows for various applications. This study obtains new estimates about the maximal commutator operator $M_b$ and function $[M, b]$ curves.

We prove Sobolev-type inequalities for modified Riesz potentials of functions in Morrey spaces an integral form over non-doubling metric measure spaces. Our results are new even the doubling setting. In particular, our extend previous Euclidean case.

In this paper, we establish necessary and sufficient conditions for boundedness of m-linear p-adic integral operators with general homogeneous kernel on Lebesgue spaces Morrey spaces, respectively. each case, obtain the corresponding operator norms. Also, deal some particular examples compare them previously known from literature.

A variety of radiological methods of measuring version of the acetabular component after total hip replacement (THR) have been described. The aim of this study was to evaluate the reliability and validity of six methods (those of Lewinnek; Widmer; Hassan et al; Ackland, Bourne and Uhthoff; Liaw et al; and Woo and Morrey) that are currently in use. In 36 consecutive patients who underwent THR, v...

OBJECTIVE The purpose of this study was to evaluate the functional and radiological results of semiconstrained Coonrad-Morrey total elbow arthroplasty for distal humeral nonunions in the mid-term period. METHODS Seven patients were treated with Coonrad-Morrey total elbow arthroplasty for distal humeral nonunion. All patients were female, and the mean age was 65.6 years (range: 64-68 years). P...

A series of 103 acute fractures of the coronoid process of the ulna in 101 patients was reviewed to determine their frequency. The Regan-Morrey classification, treatment, associated injuries, course and outcomes were evaluated. Of the 103 fractures, 34 were type IA, 17 type IB, ten type IIA, 19 type IIB, ten type IIIA and 13 type IIIB. A total of 44 type-I fractures (86%) were treated conservat...

Abstract For all admissible values of the numerical parameters sharp sufficient conditions on functional are obtained ensuring boundedness generalized Riesz potential from one general local Morrey-type space to another one, which, for a certain range parameters, coincide with necessary ones.

We study embeddings between generalised Besov–Morrey spaces Nφ,p,qs(Rd). Both sufficient and necessary conditions for the are proved. Embeddings of into Lebesgue Lr(Rd) also considered. Our approach requires a wavelet characterisation which we establish system Daubechies wavelets.