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ON FOURIER INTEGRAL OPERATORS

Mathematics of the USSR-Sbornik, 1981
On the basis of the stationary phase method for oscillatory integrals with complex phase function, the authors prove the coincidence of Fourier integral operators and Maslov's canonical operator. Bibliography: 17 titles.
Danilov, V. G., Le Vu An'
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Integrated operations

IEEE Journal on Selected Areas in Communications, 1988
The value of and reasons for integrating operations systems (OSs) with each other and with network elements are discussed. The reasons for integrating current OSs are: to provide added value resulting from the synergy of capabilities implemented in each individual OS; to increase the flexibility of the overall system and the diversity of methods and ...
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On Carleman Integral Operators

Canadian Mathematical Bulletin, 1970
L2(a, b)1with the property2were originally defined by T. Carleman [4]. Here he imposed on the kernel the conditions of measurability and hermiticity,3for all x with the exception of a countable set with a finite number of limit points and4where Jδ denotes the interval [a, b] with the exception of subintervals |x - ξv| < δ; here ξv represents a ...
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Pseudodifferential Operators as Integral Operators

2021
All of the integral operators with nonintegrable kernels are given in terms of computable Hadamard's partie finie, i.e. finite part integrals [168], which can be applied to problems in applications (Guiggiani [163], Schwab et al [380]).
George C. Hsiao, Wolfgang L. Wendland
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Operating system integrity

Computers & Security, 1991
Although the issue of integrity in operating systems is generally perceived to be of fundamental importance in the preservation of security in a computer system, the term is commonly used to capture a variety of different notions. This paper considers and compares different notions of integrity that have been applied in the context of operating systems,
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Combinations of integral operators

Applied Mathematics and Computation, 2013
In the present article we introduce a general sequence of summation-integral operators. The special cases of which are the well known Phillips and the Szasz-Beta operators. Here we consider the linear combinations of Szasz-Beta operators and establish a Voronovskaja-type theorem and a direct result in terms of higher order modulus of continuity.
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