Results 201 to 210 of about 395,904 (246)
Homogenization and Diversities in Educational Exclusion: A Critical Analysis
Ferdy Carina Arguello Muñoz +5 more
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Homogeneous algebras via homogeneous triples
Journal of Algebra, 2021zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Marcos, E., Volkov, Y.
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Proceedings of the London Mathematical Society, 1986
The main purpose of the paper is to provide an elementary proof of the following theorem: An infinite, non-degenerate, locally finite, homogeneous geometry is a projective or affine geometry over a finite field. This result was previously proved by \textit{G. Cherlin}, \textit{L. Harrington} and \textit{A. H.
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The main purpose of the paper is to provide an elementary proof of the following theorem: An infinite, non-degenerate, locally finite, homogeneous geometry is a projective or affine geometry over a finite field. This result was previously proved by \textit{G. Cherlin}, \textit{L. Harrington} and \textit{A. H.
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Journal of Statistical Physics, 1999
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Journal of the London Mathematical Society, 1989
This paper introduces the class of links named in the title. This class contains the alternating links as a subclass, and also the positive (or standard) links. Let D be a diagram of a link L, and let F be the orientable surface spanning L which is constructed from D by applying Seifert's algorithm. A link diagram is homogeneous if it can be decomposed
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This paper introduces the class of links named in the title. This class contains the alternating links as a subclass, and also the positive (or standard) links. Let D be a diagram of a link L, and let F be the orientable surface spanning L which is constructed from D by applying Seifert's algorithm. A link diagram is homogeneous if it can be decomposed
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Science, 1965
Tissue can be homogenized in conventional ground-glass tissue grinders in conjunction with centrifugation. The method may be of special value for separating soluble from insoluble material during homogenization of tissue. As yet only yeast cells and spores of slime mold have been homogenized, but the method may be useful for many tissues.
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Tissue can be homogenized in conventional ground-glass tissue grinders in conjunction with centrifugation. The method may be of special value for separating soluble from insoluble material during homogenization of tissue. As yet only yeast cells and spores of slime mold have been homogenized, but the method may be useful for many tissues.
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Homogeneous Branching Processes with Non-Homogeneous Immigration
Stochastics and Quality Control, 2021Abstract The stationary immigration has a limited effect over the asymptotic behavior of the underlying branching process. It affects mostly the limiting distribution and the life-period of the process. In contrast, if the immigration rate changes over time, then the asymptotic behavior of the process is significantly different and a ...
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