Brunn-Minkowski type inequalities for conformal and Euclidean moments of domainsWe prove Brunn-Minkowski type inequalities for three new
functionals which are power moments
Monotone functionals on level sets of the distance function and
inequalities for Euclidean momentsMonotone
functionals on level sets of the
distance function and
inequalities for Euclidean moments
Sharp Hardy type inequalities with weights depending on bessel function Bessel
function. We obtain one-dimensional Lp-inequalities and provide an example of extending
Application of the conditional gradient method to resource allocation in wireless networks method, where calculation of the cost
function value decomposes into a system of independent zonal
Optimality conditions for 2-regular problems with nonsmooth objective functionsFor equality-constrained optimization problems with locally Lipschitzian objective
functions, we
CONDITIONS FOR ABSENCE OF SOLUTIONS TO SOME HIGHER ORDER ELLIPTIC INEQUALITIES WITH SINGULAR COEFFICIENTS IN Rn coefficients and
gradient terms in Rn. Our approach is based on the Pokhozhaev nonlinear capacity method, which