In this article, the authors completely answer an open question, presented in Tao et al. [A bridge connecting Lebesgue and Morrey spaces via Riesz norms. Banach J Math Anal. 2021;15(1):20], showing that Riesz–Morrey space is truly a new larger than particular with critical index. Indeed, just real interpolation of for suitable indices. Moreover, further show aforementioned inclusion also proper...

In this article, we will study the boundedness of intrinsic square functions on Morrey-Herz spaces M K q ( · ) , p ? ? ? n ). The commutators generated by B O and is also discussed aforementioned spaces.

In this paper we define a new class of continuous fractional wavelet transform (CFrWT) and study its properties in Hardy space Morrey space. The theory developed generalize complement some already existing results.

In this paper, we prove uniform Morrey-Campanato type estimates for this equation, using a multiplier method borrowed from [9]. These bounds encode in the optimal way the decay: |u(x)| ∼ 1/|x| d−1 2 at infinity of the solution u. They imply weighted L-estimates for the solution u. We also prove a uniform L-estimate without weight for the trace of the solution on the interface, which states that...