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V. A. Il’in

Russian Academy of Sciences

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Publication

Featured researches published by V. A. Il’in.

Doklady Mathematics | 2006

Optimization of a boundary control by a displacement at one end of a string based on minimization of the integral of the modulus of the derivative of the displacement raised to an arbitrary power p ≥ 1

V. A. Il’in; E. I. Moiseev

Doklady Mathematics | 2007

Optimization of a boundary control of an elastic force at one end of a string based on minimization of the integral of the modulus of the elastic force raised to an arbitrary power p ≥ 1

V. A. Il’in; E. I. Moiseev

Doklady Mathematics | 2009

Longitudinal vibrations of a rod consisting of two segments with different densities and elasticity coefficients but with identical travel times on each segment

V. A. Il’in

Doklady Mathematics | 2007

Optimization of a boundary control by a displacement at one end of a string with second end free during an arbitrary sufficiently large time interval

V. A. Il’in; E. I. Moiseev

Doklady Mathematics | 2007

Optimization of a control by an elastic boundary force during an arbitrary sufficiently large time interval T at one end of a string with second end free

V. A. Il’in; E. I. Moiseev

Doklady Mathematics | 2009

Mixed problems describing longitudinal oscillations of a rod consisting of two segments with different densities and different elasticities but equal impedances

V. A. Il’in; P. V. Luferenko

Doklady Mathematics | 2010

Reduction of the vibrations of an initially stationary rod consisting of two different segments to an arbitrary state

V. A. Il’in

Doklady Mathematics | 2007

Optimization of boundary controls by elastic boundary forces at two ends of a string during an arbitrary sufficiently large time interval T

V. A. Il’in; E. I. Moiseev

Doklady Mathematics | 2008

An analytic form of an optimal boundary control by displacement at one end of a string under a model nonlocal boundary condition of one of four types

V. A. Il’in

Doklady Mathematics | 2009

Generalized solutions of initial-boundary value problems for a discontinuous wave equation in the case of equal impedances

V. A. Il’in; P. V. Luferenko

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E. I. Moiseev

Russian Academy of Sciences

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A. A. Kuleshov

Russian Academy of Sciences

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P. V. Luferenko

Russian Academy of Sciences

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