Results 191 to 200 of about 649 (213)
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Singular vectors and discrete modules
Russian Mathematical Surveys, 1986Let \({\mathcal L}\) be a complete \({\mathbb{Z}}\)-graded Lie superalgebra (in particular, a Lie algebra): \({\mathcal L}=L_ n\times L_{n+1}\times...\), where \(n\leq -1\), \(L_ i\) is finite-dimensional for \(i\geq n\), and \([L_ i,L_ j]\subset L_{i+j}\). Let \({\mathcal L}_ j=L_ j\times L_{j+1}\times...\), \(j\geq n\). The ground field is \({\mathbb{
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Characterizations of discrete and quasi-discrete modules.
2005zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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General technique for discrete retardation-modulation polarimetry
Applied Optics, 1993The general theory and rigorous solutions of the Stokes parameters of light of a new technique in time-resolved ellipsometry are outlined. In this technique the phase of the linear retarder is stepped over three discrete values over a time interval for which the Stokes vector is determined.
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High Performance SiC Power Module Based on Repackaging of Discrete SiC Devices
IEEE Transactions on Power Electronics, 2023Alex Q. Huang, Zibo Chen
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Discrete multi-module capacitated lot-sizing problems with multiple items
Operations Research Letters, 2022Manish Bansal
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H-supplemented Modules and Generalizations of Quasi-discrete Modules
Communications in Algebra, 2016Yosuke Kuratomi
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Flat Discrete Modules Over Profinite Groups
Communications in Algebra, 2014Eric B. Kahn, Edgar Earle Enochs
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