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On the completeness of root function system of the Dirac operator with two-point boundary conditionsThe paper is concerned with the completeness property of root functions of the Dirac operator
On the Spectrum of Nonself-Adjoint Dirac Operators with Two-Point Boundary ConditionsAbstract: We consider the spectral problem for the Dirac operator with arbitrary two
Lagrangian formalism for the new Dirac equationThe expressions for the energy-impulse tensor and the spin operators are obtained for the particle
j-Self-Adjointness Conditions for Jacobi Matrices and Schrödinger and Dirac Operators with Point Interactionsj-Self-Adjointness Conditions for Jacobi Matrices and Schrödinger and Dirac Operators with Point
On the Discreteness of the Spectrum of Matrix Schrödinger and Dirac Operators with Point InteractionsOn the Discreteness of the Spectrum of Matrix Schrödinger and Dirac Operators with Point
On the Deficiency Indices of Block Jacobi Matrices Related to Dirac Operators with Point InteractionsOn the Deficiency Indices of Block Jacobi Matrices Related to Dirac Operators with Point
Non-Relativistic Limit for Matrix 1D-Dirac Operators with Point Interactions}}_{X,{\mathbf{B}}_{c}}^{c}$$ of $$2m\times 2m$$ -Dirac operator with point interactions on a discrete set $$X$$ where $$c
Non-Relativistic Limit for Matrix 1D-Dirac Operators with Point Interactions\times 2m$ -Dirac operator with point interactions on a discrete set $X$ where $c$ is the velocity of light
Deficiency indices and discreteness property of block Jacobi matrices and Dirac operators with point interactions this class and symmetric 2p×2p Dirac operators DX,α with point interactions in L2((a,b);C2p) established
Weyl solutions and j-selfadjointness for Dirac operatorsWe consider a non-selfadjoint Dirac-type differential expression D(Q)y:=Jn [Formula presented] +Q
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