Scalar multi-wormholes© 2016 IOP Publishing Ltd.In 1921 Bach and
Weyl derived the method of superposition to construct
Nonmetricity plane waves in post Riemannian spacetime arbitrary
functions of delayed time. A theorem on the structure of the nonmetricity of the plane wave type
Effective connections and fields associated with shear-free null congruences a repeated principal null direction of the
Weyl tensor. We demonstrate that this field is parallel
Self-dual connections and the equations of fundamental fields in a Weyl–Cartan spaceSpaces with a
Weyl-type connection and torsion of a special type that are determined
Emission of photons by quasiparticles in Weyl semimetalsWe show that quasiparticles in
Weyl semimetals may decay with emission of a single photon. We study
Structure of plane gravitational waves of nonmetricity in affine-metric space that the nonmetricity of a plane wave type is determined by five arbitrary
functions of delayed time. A theorem
Arens-Michael envelopes, homological epimorphisms, and relatively quasifree algebras as algebras of
functions of noncommutative spaces. This principle is based on the observation that many
On the Blaschke Factors in Polydisk devoted to the multidimensional interpolation theory for
functional spaces in special
Weyl polyhedra