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Kolmogorov goodness-of-fit test for S-symmetric distributions in climate and weather modeling that any continuous increasing cumulative distribution function is S-symmetric. A uniform distribution
Two sufficient conditions for the univalence of analytic functionsIn this article we obtain sufficient conditions for the univalence of n-symmetric analytic
On spherically symmetric minimally coupled brane worldsFor a static, spherically symmetric brane in the framework of the RS2 concept, we study
Static, spherically symmetric solutions with a scalar field in Rastall gravity non-trivial static, spherically symmetric solution is the Schwarzschild one, except for a very special
Symmetric Anderson impurity model: Magnetic susceptibility, specific heat and Wilson ratio scheme from Refs. [1,2] applied on the symmetric Anderson model by adding the low-temperature asymptotics
Exact self-consistent plane-symmetric solutions of the spinor-field equation with a nonlinear term dependent on the invariant p2Exact self-consistent plane-symmetric solutions of the spinor-field equation with zero mass
Axially symmetric gravitational fields. III. New methods of generating stationary vacuum Einstein fieldsThe Einstein equation for stationary axially-symmetric vacua reduces to a system of nonlinear
Exact plane-symmetric solutions of nonlinear equations of a spinor field in the theory of gravitationSummary (translated from the Russian): "We obtain exact plane-symmetric solutions of spinor field
Spherically Symmetric Space-Times in Generalized Hybrid Metric-Palatini GravityAbstract: We discuss vacuum static, spherically symmetric asymptotically flat solutions
On a Reconstruction Procedure for Special Spherically Symmetric Metrics in the Scalar-Einstein–Gauss–Bonnet Model: the Schwarzschild Metric Test is considered. The action contains the potential and the Gauss–Bonnet coupling function. For a special static
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