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Generally covariant nonlinear electrodynamics with a tensor potentialA generally covariant nonlinear electrodynamics with a tensor potential, constructed in analogy
Non-reductive homogeneous spaces, admitting affine connections and torsion tensors, holonomy algebras. We describe all three-dimensional non-reductive homogeneous spaces
Equiaffine Connections on Three-Dimensional Pseudo-Riemannian Spaces (locally equiaffine) connections, torsion tensors and Ricci tensors are written out in explicit form.
The evolution of the trabecular bone at a constant combined loading and the problem of uniform compression with stress tensor rotation at a predetermined angle. We have calculated
Some remarks to spherically symmetric solution
in relativistic theoriesThis paper discusses the split of static spherically symmetric tensors g μν into physical
First results on the energy scan of the vector Ay and tensor Ayy and Axx analyzing powers in deuteronproton elastic scattering at NuclotronNew results on the vector A y and tensor Ayy and Axx analyzing powers in deuteronproton elastic
Constrained Hamiltonian approach to the Maxwell theoryThe most common physical formalisms are the Lagrangian formalism and the Hamiltonian formalism
Torsion free equiaffine connections on three-dimensional homogeneous spaces equiaffine) connections and
Ricci tensors are written out in explicit form. In this work we use the algebraic
Besov spaces in operator theory of polynomials of power bounded operators on Hilbert space and related estimates of Hankel matrices in tensor
Massive spin-2 field in arbitrary spacetimes - The detailed derivation this theory via linearizing the equations of the ghost-free massive gravity expressed in the tetrad formalism
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