Author： Kmit I.
Publisher： Springer Publishing Company
ISSN： 0041-5995
Source： Ukrainian Mathematical Journal, Vol.65, Iss.3, 2013-08, pp. : 423-434
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Abstract
We investigate a periodic problem for a linear telegraph equation with Neumann boundary conditions. We prove that the operator of the problem is modeled by a Fredholm operator of index zero in the scale of Sobolev spaces of periodic functions. This result is stable under small perturbations of the equation in which either
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