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Aim of this paper is to prove regularity results, in some Modified Local Generalized Morrey Spaces

are again general local Morrey-type spaces with appropriately chosen parameters. This result is a particular

of general global Morrey-type spaces. The form of this analog is different from Young’s inequality

We give conditions ensuring the boundedness of Hausdor-operators on Morreytype spaces. Sharpness

We give conditions ensuring the boundedness of Hausdorffoperators on Morreytype spaces. Sharpness

In this paper, we generalize constructions of Morrey spaces by using as a basic space a general

We generalize constructions of Morrey spaces by using as a basic space a general rearrangement

We introduce a class of Morrey-type spaces , which includes the classical Morrey spaces and discuss

We introduce a class of Morrey-type spaces M-p,q,Omega(lambda), which includes the classical Money

dimensions for entire functions of exponential type. Such inequalities are well known for Lebesgue spaces

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