Hardy-type inequalities in arbitrary domains with finite inner radiusWe prove Hardy-type inequalities in spatial domains with finite
inner radius, in particular, one
On the Inner Radius for Multiply Connected DomainsOn the
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Uniqueness of the Critical Point of the Conformal Radius: “Method of Déjà vu” of the conformal
radius (hyperbolic derivative) to be unique where the mapping function is holomorphic and locally
Hardy-type inequalities in arbitrary domains with finite inner radiusWe prove Hardy-type inequalities in spatial domains with finite
inner radius, in particular, one
Sharp Hardy type inequalities with weights depending on bessel function these inequalities for the case of convex domains with a finite
inner radius. The proved statements
Sharp Hardy type inequalities with weights depending on bessel function these inequalities for the case of convex domains with a finite
inner radius. The proved statements
Hardy type inequalities and parametric Lamb equation inequalities in open convex domains with the finite
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Hardy’s Inequalities with Remainders and Lamb-Type Equations for smoothcompactly-supported functions in convex domains of finite
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Weighted Hardy Type Inequalities and Parametric Lamb Equation-dimensional inequalities to n-dimensional convex domains with finite
inner radius. Constants in those inequalities depend