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and that for stiff building materials, which have, as a rule, small values of the logarithmic decrement

for solving inverse problems of logarithmic potential and that of A. V. Tsirul’skii’s method for solving

and that for stiff building materials, which have, as a rule, small values of the logarithmic decrement

composite plate with a free layer damping made of a vibration-absorbing material with a large logarithmic

of the logarithmic potential in the form of a logarithmic function of a ratio of polynomials of the same degree. We

of the logarithmic potential in the form of a logarithmic function of the ratio of equal degree polynomials and give

We present an elementary introduction to the theory of logarithmic differential forms

and Hadamard rectified Taylor coefficients (Formula presented) for entire functions of the logarithmic growth

-differential-type problem involving the logarithmic Laplacian. The argument is based on the fixed point technique when

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