The class of distributed systems generated by spectral operators is an important one and includes the many differential operators arising in boundary-value problems involving non-symmetric linear differential operators, whose eigenfunction expansions converge in much the same way as Fourier series. Thus they enjoy many of the properties of systems generated by self-adjoint operators. We examine here some of the implications in linear systems theory
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This open access book presents a comprehensive survey of modern operator techniques for boundary val...
The class of distributed systems generated by spectral operators is an important one and includes th...
The class of distributed systems generated by spectral operators is an important one and includes th...
The class of distributed systems generated by spectral operators is an important one and includes th...
AbstractThis paper is concerned with continuous and discrete linear skew-product dynamical systems i...
This collection contains papers by participants in the Seminar on Mathematical Physics in Kharkov, U...
AbstractThis paper is concerned with linear equations x′ = A(t)x (t∈R, x∈Cn) having bounded growth a...
We study the boundary-value problem for a linear system of differential equations written in the for...
This article explores the spectral characteristics of the differential operator generated by the bou...
AbstractThis paper is concerned with linear equations x′ = A(t)x (t∈R, x∈Cn) having bounded growth a...
AbstractWe develop spectral theorems for a certain class of (non-) selfadjoint differential operator...
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This open access book presents a comprehensive survey of modern operator techniques for boundary val...
The class of distributed systems generated by spectral operators is an important one and includes th...
The class of distributed systems generated by spectral operators is an important one and includes th...
The class of distributed systems generated by spectral operators is an important one and includes th...
AbstractThis paper is concerned with continuous and discrete linear skew-product dynamical systems i...
This collection contains papers by participants in the Seminar on Mathematical Physics in Kharkov, U...
AbstractThis paper is concerned with linear equations x′ = A(t)x (t∈R, x∈Cn) having bounded growth a...
We study the boundary-value problem for a linear system of differential equations written in the for...
This article explores the spectral characteristics of the differential operator generated by the bou...
AbstractThis paper is concerned with linear equations x′ = A(t)x (t∈R, x∈Cn) having bounded growth a...
AbstractWe develop spectral theorems for a certain class of (non-) selfadjoint differential operator...
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This paper gives conditions under which a class of linear-distributed systems may be stabilized by s...
This open access book presents a comprehensive survey of modern operator techniques for boundary val...
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