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Bianchi-I cosmologies with magnetic and spinor fields as a global spinor field ψ(t) containing a nonlinearity in the form sn, where s = ψ̄ψ and n = const
Fundamental properties of quaternion spinors objects having a dual mathematical meaning as spinor couples and dyads locally describing 2D surfaces. A
Nonlinear spinor fields in quantum cosmologySummary: "A nonlinear spinor field in the Bianchi I type cosmological model is investigated
Time-dependent spinor field in a static cylindrically symmetric space-time nonlinear spinor field that depends on time and radial coordinates. It is found that the presence
Dynamical phenomena in the hierarchical fermionic modelWe describe the global behaviour of stable invariant curves of renormalization group transformation
Chiral 8-Spinor Model with Pseudo-Vector InteractionIn the paper the structure of the chiral 8-spinor field model is discussed, the interaction
Maxwell-Dirac system in cosmology of spinor and electromagnetic fields and its role in the evolution of the Universe. In some earlier studies
Trajectory Symbols and the Fredholm Property of Boundary Value Problems for Differential Operators with ShiftsBoundary value problems are considered in which the main operator and the operators of boundary
Index of Differential-Difference Operators on an Infinite CylinderDifferential-difference operators are considered on an infinite cylinder. The objective
Spinor flied in Cartesian and spherical coordinates in Friedmann modelThis paper provides a brief description of the nonlinear spinor field in the Friedmann
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