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Integral properties of the classical warping function of a simply connected domainLet u(z,G) be the classical warping function of a simply connected domain G. We prove that the L p
Isoperimetric inequalities for Lp-norms of the stress function of a multiply connected plane domainLet u(x,G) be the stress function of a multiply connected plane domain G. We construct new domain
P-tert-butyl thiacalix[4]arenes functionalized with amide and hydrazide groups at the lower rim in cone, partial cone, and 1,3-alternate conformations are "smart" building blocks for constructing nanosized structures with metal cations of s-, p-, and d-elements in the organic phaseThe ability of p-tert-butyl thiacalix[4]arenes functionalized with tertiary and secondary amide
The Cauchy problem for difference equations in lattice cones and generating functions for its solutionsThe Cauchy problem for difference equations in lattice cones and generating functions for its
Application of Machine Learning for Prediction of Cone Penetration Test Data as functions of the cone resistance qc have very good convergence. This shows a good prospect of using machine
Weighted hardy-type inequalities on the cone of quasi-concave functionsThe paper is devoted to the study of weighted Hardy-type inequalities on the cone of quasi
Isoperimetric inequalities for Lp-norms of the stress function of a multiply connected plane domainLet u(x,G) be the stress function of a multiply connected plane domain G. We construct new domain
Payne type inequalities for Lp-norms of the warping functionsLet u(x, G) be a warping function of a multiply connected plane domain G. A new physical functional
On Hardy type inequalities in grand Lebesgue spaces L p) for 0 < p ≤ 1In this paper, we prove the boundedness of Hardy operator for monotone functions in grand Lebesgue
On Hardy type inequalities in grand Lebesgue spaces L p) for 0 < p ≤ 1In this paper, we prove the boundedness of Hardy operator for monotone functions in grand Lebesgue
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