Furuya Yasuo

論文

FRACTIONAL INTEGRAL OPERATORS ON CENTRAL MORREY SPACES

NOTES ON ENDPOINT ESTIMATES FOR MULTILINEAR FRACTIONAL INTEGRAL OPERATORS

The adams inequality onweighted morrey spaces

Weighted estimates for fractional integral operators on central Morrey spaces

FRACTIONAL INTEGRALS ON B-sigma-WEIGHTED MORREY SPACES

Local Good-lambda Estimate for the Sharp Maximal Function and Weighted Morrey Space

The fractional integral operators related to the Adams inequality on weighted Morrey spaces

Applications of Littlewood-Paley theory for B ̇ σ-Morrey spaces to the boundedness of integral operators

Applications of Littlewood-Paley Theory for (B) over dot(sigma)-Morrey Spaces to the Boundedness of Integral Operators

Integral operators on B (sigma) -Morrey-Campanato spaces

The Adams Inequality on Weighted Morrey Spaces

Fractional integral operators on Herz spaces for supercritical indices

New multiple weights and the Adams inequality on weighted Morrey spaces

A note on Muckenhoupt type weight classes on nondoubling measure spaces

Commutators of pseudo-differential operators on local Hardy spaces

A note on multilinear fractional integrals

Some weak-type estimates for singular integral operators on CMO spaces

Strong and weak estimates for fractional integral operators on some Herz-type function spaces

Weighted estimates for singular integral operators on CMO spaces

Nondoubling measure and harmonic analysis

共同研究・競争的資金等の研究課題

A study of multilinear operators

Harmonic Analysis by the methods of real analysis

A study of singular integral operators

Study of the operators on some function spaces in harmonic analysis

A study of singular integrals and function spaces

Harmonic analysis by real variable methods and its applications

Multilinear Operators in Harmonic Analysis

Study of singular integrals and function spaces

Harmonic analysis by real variable methods and its applications

Study of singular integrals and function spaces

Singular Integrals and Function Spaces

On Combinatorial Properties for a given point set in Euclidean space

real analysis