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Journal of Mathematical Chemistry, 2016
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Árendás, Péter +2 more
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Spectra and Fine Spectra for Factorable Matrices
Integral Equations and Operator Theory, 2005We obtain the spectra and fine spectra for factorable triangular matrices. Our results contain some previous work of the authors as special cases.
Rhoades, BE, Yidirim, A
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Real spectra, complex spectra, compact spectra
Journal of the Optical Society of America A, 1986Plane-wave spectral and induced source representations of directly excited and (or) scattered fields constitute alternative approaches for analyzing wave propagation. Although the plane-wave spectra, on the one hand, and the source distributions, on the other, generally require continuous superpositions that lead to integral formulations in the spatial-
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2015
Presheaves of spectra have been in use for some time. The original applications were in algebraic K -theory, but they now appear in various other areas. A simple existence proof for the stable model structure for presheaves of spectra appears in the first section of this chapter.
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Presheaves of spectra have been in use for some time. The original applications were in algebraic K -theory, but they now appear in various other areas. A simple existence proof for the stable model structure for presheaves of spectra appears in the first section of this chapter.
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Science & Technology Libraries, 1991
Spectra are important sources of information about atoms and molecules. This paper surveys the various types of spectra and the nature of what each reveals about atomic or molecular structure or properties. A brief history of the development of spectrography is included as well as a bibliography of sources for additional reading on the topic.
Gladys Odegaard, Julie M. Hurd
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Spectra are important sources of information about atoms and molecules. This paper surveys the various types of spectra and the nature of what each reveals about atomic or molecular structure or properties. A brief history of the development of spectrography is included as well as a bibliography of sources for additional reading on the topic.
Gladys Odegaard, Julie M. Hurd
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Bulletin of the Brazilian Mathematical Society, 2003
This is a survey on recent work on spaces of algebraic cycles, focusing on spaces of real and quaternionic cycles and their relation to equivariant Eilenberg-MacLane spaces. The main theme is connected to the principle according to which algebraic cycles constitute natural models for classifying spaces in topology.
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This is a survey on recent work on spaces of algebraic cycles, focusing on spaces of real and quaternionic cycles and their relation to equivariant Eilenberg-MacLane spaces. The main theme is connected to the principle according to which algebraic cycles constitute natural models for classifying spaces in topology.
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