About This Special Issue
In connection with elliptic partial differential equations, C. Morrey proposed a weak condition for the solution to be continuous enough in 1938. Later on, his condition became a family of normed spaces and they are called Morrey spaces. Although the notion is originally from the partial differential equations, the space turned out to be important in many branches of mathematics. In fact, in these five years more than 500 papers are written about Morrey spaces. The aim of this special issue is to take up the recent development of Morrey spaces.
From the recent papers, we feel that the following topics are remarkable. But, the scope of the special issue includes but not limited to :
- Equivalent expression of Morrey spaces
- Precise estimate of the Riesz potential operators
- Morrey spaces as initial value
- Multilinear operators
- Weighted estimates
- Morrey spaces on general geometric measure spaces
- Role of each parameter
- Related function spaces
Aims and Scope:
- Real and Harmonic Analysis
- Complex Analysis
- Fourier Analysis
- Functional Analysis and Operator Theory
- Approximations and Expansions
- Fixed Point Theory
- Special Functions
