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Analytical Solutions to the 3D Problem on Free Vibrations of an Orthotropic Cuboid with Free Faces of the problem on free vibrations of an orthotropic cuboid with free faces, based on the use of trigonometric
Integral equations with logarithmic singularities in kernels of two-dimensional problems for anisotropic bodies with defects method is used for a circle. Integral equations with logarithmic singularities in kernels of boundary
Stratum of freeness for deformations of singularities = Страт свободности для деформаций особенностейlogarithmic differential forms
Sharp estimates for functions with a pole and logarithmic singularityWe consider functions with a pole and a logarithmic singularity. We obtain sharp estimates
Functions computable by Boolean circuits of logarithmic depth and branching programs of a special type of logarithmic depth with the class of functions computable by branching programs of constant width
Analytic functions with polar and logarithmic singularities and locally convex boundary valuesWe consider a family of functions which have a pole of order m and a logarithmic term
On Shannon and Zipf–Mandelbrot entropies and related resultsn-exponential convexity and logarithmic convexity
On Zipf-Mandelbrot entropy and 3-convex functionsLogarithmic convexity
Stratum of freeness for deformations of singularitieslogarithmic differential forms
Stratum of freeness for deformations of singularities = Страт свободности для деформаций особенностейlogarithmic differential forms
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