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Axially-symmetric topological configurations in the skyrme and faddeev chiral models, in the Skyrme model (SM) the field is given by the unitary matrix U ∈ SU(2), and in the Faddeev model (FM
On condensed forms for partially commuting matrices this fact, we show an economical way to find a spanning set for the matrix algebra generated by Laffey
Mechanical Properties of Carbon Nanotubes in a Chiral Model of Graphene introduce a unitary matrix (U) as an order parameter and suggest a scalar chiral model of graphene
Mechanical and electromagnetic properties of fullerenes in chiral model of graphene a unitary matrix as an order parameter and suggest a scalar chiral model of graphene
Semilocal group algebrasUnitary module
Boundary Morera Theorem for the Matrix Ball of the Third TypeIn the article we consider a boundary version of Morera’s theorem for the matrix ball of the third
Simple Pre-Steering Constraints for Wideband LCMV-beamformer-diagonal matrix. In a case when DOA is the broadside,
simple constraints are equal to Frost’s constraints.
Simple Pre-Steering Constraints for Wideband LCMV-beamformer-diagonal matrix. In a case when DOA is the broadside, simple constraints are equal to Frost's constraints.
Absolute continuity of spectral shift for functions of contractions, dissipative operators, unitary operators and self-adjoint operators. To establish
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