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Embedding covers and the theory of frobenius fields
Israel Journal of Mathematics, 1982We show that the theory of Frobenius fields is decidable. This is conjectured in [4], [8] and [13], and we prove it by solving a group theoretic problem to which this question is reduced there. To do this we present and develop the notion of embedding covers of finite and pro-finite groups. We also answer two other problems from [8], again by solving a
Haran, Dan, Lubotzky, Alexander
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2011
Equivariant embeddings of homogeneous spaces are one of the main topics of this survey. The general theory of them was developed by D. Luna and Th. Vust in a fundamental paper [Plongements d’espaces homogenes, Comment. Math. Helv. 58 (1983), no. 2, 186–245]. However it was noticed in [D. A. Timashev, Classification of G-varieties of complexity 1, Math.
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Equivariant embeddings of homogeneous spaces are one of the main topics of this survey. The general theory of them was developed by D. Luna and Th. Vust in a fundamental paper [Plongements d’espaces homogenes, Comment. Math. Helv. 58 (1983), no. 2, 186–245]. However it was noticed in [D. A. Timashev, Classification of G-varieties of complexity 1, Math.
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Nonlinear Embedding and De-embedding: Theory and Applications
2014The chapter deals with two recently proposed characterization techniques of microwave transistors oriented to high-frequency power amplifier (PA) design. In particular, the nonlinear embedding and de-embedding design techniques are detailed, along with evidence of their advantages with respect to conventional design approaches in terms of power and ...
RAFFO, Antonio +2 more
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Is there a matroid theory of signed graph embedding
Ars Comb., 1997Summary: A graph with signed edges is orientation embedded in a surface when it is topologically embedded and a polygon preserves or reverses orientation depending on whether its sign product is positive or negative. We study orientation-embedding analogs of three facts about unsigned graph embedding: planarity is equivalent to having cographic polygon
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Learning continuous temporal embedding of videos using pattern theory
Pattern Recognition Letters, 2021Zhao Xie, Kewei Wu, Xingming Yang
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A Simple, Exact Density-Functional-Theory Embedding Scheme
Journal of Chemical Theory and Computation, 2012Frederick R Manby +2 more
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Homogeneity properties of the embedding potential in frozen-density embedding theory
Molecular Physics, 2016Alexander Zech +2 more
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First-Principles Atomic Force Microscopy Image Simulations with Density Embedding Theory
Nano Letters, 2016Yuki Sakai +2 more
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Local density approximation in site-occupation embedding theory
Molecular Physics, 2017Bruno Senjean +2 more
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