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Reflection of circularly polarized waves at the boundary of a nonlinear medium
Terletskii A.Ya.
Reflection of circularly polarized waves at the boundary of a nonlinear medium
Entropy as a dynamical variable
Terletskii Ya.P.
Entropy as a dynamical variable
Towards a thermodynamics of living matter
Terletskii Ya.P.
of the exchange of substances. Moreover, living matter is found in a stable nonequilibrium state. © 1990 Plenum
Accurate wave solutions of Maxwell equations for isotropic media
Terletskii A.Ya., Tetyukhin V.V.
Fluctuations of quantities averaged over time in the course of measurements
Nekrasov S.A., Terletskii Ya.P.
Generalization of the Lienard-Wiechert formulas to the case of a noninertial frame of reference
Gutsunaev Ts.I., Ermolaev Yu.G., Terletskii Ya.P.
Generalization of the Lienard-Wiechert formulas to the case of a noninertial frame of reference
Singularities in the metric of a noninertial frame of reference and their connection with radiation
Gutsunaev Ts.I., Ermolaev Yu.G., Terletskii Ya.P.
Singularities in the metric of a noninertial frame of reference and their connection with radiation
REFLECTION OF CIRCULAR-POLARIZED WAVES AT BODERLINE OF NONLINEAR MEDIUM
TERLETSKII A.Y.
QUASI-LINEAR PLANE-WAVES IN AN OPTICALLY-ACTIVE NONLINEAR MEDIUM
TERLETSKII A.Y.
EXACT SOLUTIONS OF NONLINEAR EQUATIONS OF FIELD IN FORM OF CIRCULARLY POLARIZED WAVES
TERLETSKII A.Y.

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