[PDF] Some general properties of the liouville operator

some of the properties of the Liouvillian of an Hermitian operator In Sec- tion 3 we present the spectral decomposition of the Liouville operator of a Hamiltonian  



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Let S and R be bounded linear operators defined on Banach spaces, S : X → Y and λ − RS have many basic operator properties in common This situation



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Introduction and definitions Throughout this paper, B(X, Y ) denotes the set of all bounded linear operators from Banach space X to Banach space Y It is well 



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ous properties are developed for the operator A, As, A W Q, A -Q, and A PA Q, where P and Q are bounded operators in X, and the results have applications to 



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4 we discuss the lattice properties of related families of grammars, languages and precedence matrices In Sect 5 we prove the closure of some operator 



Some general properties of the liouville operator

some of the properties of the Liouvillian of an Hermitian operator In Sec- tion 3 we present the spectral decomposition of the Liouville operator of a Hamiltonian  



Some properties of operator-valued frames - ScienceDirectcom

Acta Mathematica Scientia 2016,36B(2):469–476 http://actams wipm ac cn SOME PROPERTIES OF OPERATOR-VALUED FRAMES∗ Laura G ˘AVRUT¸ A †

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