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Scalar–Tensor Gravitation
Leonovich, A. A., Tarasenko, A., Vyblyi, Yu., Леонович, А. А., Тарасенко, А., Выблый, Ю. П.
In the frameworks of scalar-tensor gravitational theory the Lagrangian of scalar field whose source
Topology of spin Hamiltonian and crystal field tensors for Mn2+ in ZnSeO4·6H2O crystal
Vinokurov V., Al-Soufi A., Galeev A., Khasanova N., Bulka G., Nizamutdinov N.
-state) is performed in terms of the irreducible tensor products {VL1 ⊗VL2}2 and {VL1 ⊗VL2}4 of the crystal field (CF
Spinors in Cylindrically Symmetric Space-Time
Saha B.
symmetric space-time. It is found that the energy-momentum tensor (EMT) of the spinor field in this case
TENSOR FIELD OF WEAKLY UNHOMOGENEOUS ORIENTATION ORDERING IN THEORY OF LIQUID-CRYSTALS
MAGALINSKII V.B.
TENSOR FIELD OF WEAKLY UNHOMOGENEOUS ORIENTATION ORDERING IN THEORY OF LIQUID-CRYSTALS
Constraints on antisymmetric tensor fields from Bhabha scattering
Tiwary S., Dick R.
Constraints on antisymmetric tensor fields from Bhabha scattering
Topology of spin Hamiltonian and crystal field tensors for Mn2+ in ZnSeO4·6H2O crystal
Vinokurov V., Al-Soufi A., Galeev A., Khasanova N., Bulka G., Nizamutdinov N.
-state) is performed in terms of the irreducible tensor products {VL1 ⊗VL2}2 and {VL1 ⊗VL2}4 of the crystal field (CF
Low-symmetry spin Hamiltonian and crystal field tensors analysis: Fe3+ in natrolite
Vinokurov V., Gaite J., Bulka G., Khasanova N., Nizamutdinov N., Galeev A., Rudowicz C.
. The rank 4 crystal field tensors at tetrahedral sites were calculated using the point-charge model
Covariant construction of the symmetric energy-momentum tensor of vector and spinor fields in an orthogonal frame of reference
Bilyalov R.
A covariant method is devised to construct the symmetric energy-momentum tensor for vector fields
On the ponderomotive force of a high-frequency field in a cold plasma
Bespalov S.V., Milantiev V.P.
It is shown that in the presence of the high-frequency electromagnetic field the pressure tensor
Lagrangian formalism for the new Dirac equation
Samsonenko N.V., Moussa A., Ousmane Manga A.
The expressions for the energy-impulse tensor and the spin operators are obtained for the particle

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