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Nonlinear Spinor and Scalar Fields in the Friedmann's Model of Universe: Problem of Initial Singularity
Kharlamov A.A., Chudayeva E.N., Shikin G.N.
and spinor fields with nonlinear terms being functions of spinor field invariants S2
Invariant Subspaces of Operators on a Hilbert Space
Bikchentaev A.M.
to the invariant subspace problem for an operator on a Hilbert space, based on projection-convex combinations in C
Topological Soliton Configurations in 8-Spinor Nonlinear Model
Rybakov Yu.P., Farraj N., UMNIYATI YU.
of thenonlinear 8-spinor model, at small distances the closed-string approximation being used. Themass, the spin
On Kernels of Invariant Schrödinger Operators with Point Interactions. Grinevich–Novikov Conjecture
Malamud M.M., Marchenko V.V.
According to Berezin and Faddeev, a Schrödinger operator with point interactions –Δ + is any self
Soliton configurations in generalized Mie electrodynamics
Rybakov Y.P.
of the invariant AμAμ. Using special Brioschi 8-spinor identity, we show that the model includes the Skyrme
Twistor structures and boost-invariant solutions to field equations
Kassandrov V.V., Rizcallah J.A., Markova N.V.
the set of fundamental (Maxwell, SL(2,ℂ)-Yang-Mills, spinor Weyl and curvature) fields associated
The vacuum expectation value of the spinor massive field in the cosmic string spacetime
Bezerra V., Khusnutdinov N.
expansion for the squared Dirac operator in this background are also considered and the first three
Action principle and weak invariants
Abe S., Ou C.
invariants and the action principle for master equations based on the auxiliary operator formalism
Эта-инварианты для операторов с параметром, ассоциированных с действием дискретной группы
Жуйков К.Н., Савин А.Ю.
$\eta$-invariants for a class of parameter-dependent nonlocal operators associated
Eta-invariants for families of operators with shifts
Savin A.Y.
Eta-invariants for families of operators with shifts

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