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Titlebook: Convolution Equations and Singular Integral Operators; Selected Papers Leonid Lerer,Vadim Olshevsky,Ilya M. Spitkovsky Book 2010 Birkhäuser

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Changing composition of paid workforcesAlgebras generated by singular integral operators with piecewise continuous coefficients are studied in the papers [., ., ., .]. The results obtained there allow us to obtain theorems on solvability and index formulas for singular integral operators of new types.
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A framework for describing workThe main topic of the present paper is the study of some Banach algebras of bounded linear operators acting in the spaces .. (1 < . < ∞). Generators of these algebras are defined by Toeplitz matrices constructed from the Fourier coefficients of functions having finite limits from the left and from the right at each point.
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Changing requirements for work performanceLet Г be a closed or open oriented Lyapunov arc and ω(.) be a bijective mapping of Г onto itself. An operator of the form . is usually called a . ω(.). Here .(.), .(.), .(.), and .(.) are bounded measurable functions on Г, . is the operator of singular integration along Г given by . and . is the shift operator defined by
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Inversion of Finite Toeplitz Matrices,In this communication Toeplitz matrices of the form ∥..∥., where .. (.=0,±1,...,±. are elements of some noncommutative algebra, and their continual analogues are considered. The theorems presented here are generalizations of theorems from [.] to the noncommutative case.
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