Convolution operators that satisfy the spectral theorem

机译：满足谱定理的卷积算子

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The word “pass” will be used to describe a multiplicative and assistive function defined on the rectangles of the plane, whose values belong to [x]

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G.L. Krabbe;
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年度 1958
页码 1-31
总页数 31
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正文语种 eng
中图分类工业技术 ;
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2. Continuity theorems for a class of convolution operators and applications to superoscillations [J] . Aoki T., Colombo F., Sabadini I, Annali di matematica pura ed applicata . 2018 ,第5期

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3. Inclusion theorems of convolution operators associated with normalized hypergeometric functions [J] . Swaminathan A Journal of Computational and Applied Mathematics . 2006 ,第1期

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5. Spectral bounds and comparison theorems for Schroedinger operators [D] . Katatbeh, Qutaibeh D. 2003

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6. SPECTRAL REPRESENTATIONS AND UNBOUNDED CONVOLUTION OPERATORS [O] . C. Ionescu Tulcea, Arthur B. Simon 1959

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7. Spectral properties of the ${Cal K}$-positive operators and inclusion theorems for the spectral radius [O] . Ivo Marek 1966

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8. Spectral Invariance of Convolution Operators on LP(--∞,∞) [R] . G. L. Krabhe 1957

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Convolution operators that satisfy the spectral theorem

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