Add to ORKG... This article does not intend to give a broad overview; it mainly focusses on a few topics directly related to the work of the authors
In this paper we give examples of polynomial phase functions for which the factorization condition o...
This article is divided into two chapters. The classical problem of homogenization of elliptic oper...
In this paper, a theory is developed of generalized oscillatory integrals (OIs) whose phase function...
We survey results concerning the L2 boundedness of oscillatory and Fourier integral operators and di...
We prove sharp L estimates for oscillatory integral and Fourier integral operators for which the...
We derive certain estimates and asymptotics for oscillatory integral operators with degenerate phase...
Oscillatory integral operators have been of interest to both mathematicians and physicists ever sinc...
Sharp $L^p$ estimates are proven for oscillatory integrals with phase functions Φ(x,y), (x,y) ∈ X × ...
The Fourier transform operator and other operations that occur in Fourier analysis, such as scaling,...
This book is devoted to the broad field of Fourier analysis and its applications to several areas of...
Mathematics past and present : Fourier integral operators ; selected classical articles / by J. J. D...
Both oscillatory integral operators and level set operators appear naturally in the study of propert...
In this paper we develop a new approach to the theory of Fourier integral operators. It allows us to...
Expanded version of the author's 1 vol. work: Linear partial differential operators.Includes various...
Included with every oscillatory singular integral operator is a phase function and a kernel, both es...
In this paper we give examples of polynomial phase functions for which the factorization condition o...
This article is divided into two chapters. The classical problem of homogenization of elliptic oper...
In this paper, a theory is developed of generalized oscillatory integrals (OIs) whose phase function...
We survey results concerning the L2 boundedness of oscillatory and Fourier integral operators and di...
We prove sharp L estimates for oscillatory integral and Fourier integral operators for which the...
We derive certain estimates and asymptotics for oscillatory integral operators with degenerate phase...
Oscillatory integral operators have been of interest to both mathematicians and physicists ever sinc...
Sharp $L^p$ estimates are proven for oscillatory integrals with phase functions Φ(x,y), (x,y) ∈ X × ...
The Fourier transform operator and other operations that occur in Fourier analysis, such as scaling,...
This book is devoted to the broad field of Fourier analysis and its applications to several areas of...
Mathematics past and present : Fourier integral operators ; selected classical articles / by J. J. D...
Both oscillatory integral operators and level set operators appear naturally in the study of propert...
In this paper we develop a new approach to the theory of Fourier integral operators. It allows us to...
Expanded version of the author's 1 vol. work: Linear partial differential operators.Includes various...
Included with every oscillatory singular integral operator is a phase function and a kernel, both es...
In this paper we give examples of polynomial phase functions for which the factorization condition o...
This article is divided into two chapters. The classical problem of homogenization of elliptic oper...
In this paper, a theory is developed of generalized oscillatory integrals (OIs) whose phase function...