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sector in Lᵖ-Sobolev spaces. By Applying the theory of the sums of operators of Da Prato

-concave functions, which is equivalent to the study of the boundedness of the Hardy operator between the Lorentz G-spaces

We study the solvability of a new class of functional-differential equations with transformations

-valued harmonic functions in the harmonic Hardy space hp for all p > 1. The result is sharp for p ∈ (1

that the inequality obtained characterizes the traces in the class of all positive functionals on a unital C

In the article the evolution of the categories of space and time is considered, from purely

function f: R+ → R with respect to any C*-algebra. We obtain an estimate for the measure of noncompactness

(Formula presented.) (i.e. nilpotent stratified Lie group) in generalized Morrey spaces (Formula presented

In this talk, we are interested to explore more on locally univalent harmonic functions

of the initial equation in the Sobolev space W1 1 (R+)

Страница 30 из 5535