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Graphs and algebras of symmetric functions arerepresented by integrals of symmetric functions fn defined on the Cartesian powers Ωⁿ of a set Ω with a

On holomorphic motions of n-symmetric functionsWe generalize a problem examined by Duren on the univalence of a family of n-symmetric functions

On holomorphic motions of n-symmetric functionsWe generalize a problem examined by Duren on the univalence of a family of n-symmetric functions

Static spherically symmetric space-time: Some remarksWithin the scope of a spherically symmetric space-time we study the role of different types

Isoperimetric monotony of the L p -norm of the warping function of a plane simply connected domainLet G be a simply connected domain and let u(x,G) be its warping function. We prove that L p -norms

Isoperimetric monotony of the L p -norm of the warping function of a plane simply connected domainLet G be a simply connected domain and let u(x,G) be its warping function. We prove that L p -norms

Skew-symmetric functions on the hyperboloid and quantum measuresSkew-symmetric functions on the hyperboloid and quantum measures

Axially Symmetric Configuration in the Skyrme Gauge ModelThe structure of axially symmetric fields in the skyrme model with a gauge field is studied

On the Birman Problem in the Theory of Nonnegative Symmetric Operators with Compact Inverse="mathjax-tex">\(\Bbb R^2\) (in \(\Bbb R^3\)) is a nonnegative symmetric operator

Sobolev inequalities for the symmetric gradient in arbitrary domainsA form of Sobolev inequalities for the symmetric gradient of vector-valued functions is proposed

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