Kahler (1962) has used the correspondence between the exterior and Clifford algebras to formulate a version of the Dirac equation (the Kahler equation). The authors exploit the fact that exterior forms may thus be used for the description of half-integer as well as integer spin to present a supersymmetric model
The Dirac and Kähler equations are separated in a class of spherically symmetric space‐times by usin...
The geometrical description of spinor fields by E. Kähler is used to formulate a consistent lattice ...
Z(2)-gradings of Clifford algebras are reviewed and we shall be concerned with an alpha-grading base...
Using the correspondence between the Clifford and exterior algebras we write the Dirac equation in t...
It is shown that an equation of a spin-half particle involving a complete set of mutually anticommut...
We have proved on the basis of the symmetry analysis of the standard Dirac equation with nonzero mas...
In this paper, we study possible mathematical connections of the Clifford algebra with the su(N)-Lie...
The structure of 29-dimensional extended real Clifford-Dirac algebra, which has been introduced in o...
We formulate a supersymmetric model in terms of Kähler fields, and comment on the nature of the symm...
A Clifford calculus on sections of a Clifford bundle associated with a (pseudo-) Riemannian metric i...
We describe an explicit connection between solutions to equations Df = 0 (the Generalized Cauchy-Ri...
The consideration of the bosonic properties of the Dirac equation with arbitrary mass has been conti...
The spin-base invariant formalism of Dirac fermions in curved space maintains the essential symmetri...
The primary goal of our article is to implement some standard spin geometry techniques related to th...
We generalize certain aspects of Hestenes's approach to Dirac theory to obtain multivector Dirac equ...
The Dirac and Kähler equations are separated in a class of spherically symmetric space‐times by usin...
The geometrical description of spinor fields by E. Kähler is used to formulate a consistent lattice ...
Z(2)-gradings of Clifford algebras are reviewed and we shall be concerned with an alpha-grading base...
Using the correspondence between the Clifford and exterior algebras we write the Dirac equation in t...
It is shown that an equation of a spin-half particle involving a complete set of mutually anticommut...
We have proved on the basis of the symmetry analysis of the standard Dirac equation with nonzero mas...
In this paper, we study possible mathematical connections of the Clifford algebra with the su(N)-Lie...
The structure of 29-dimensional extended real Clifford-Dirac algebra, which has been introduced in o...
We formulate a supersymmetric model in terms of Kähler fields, and comment on the nature of the symm...
A Clifford calculus on sections of a Clifford bundle associated with a (pseudo-) Riemannian metric i...
We describe an explicit connection between solutions to equations Df = 0 (the Generalized Cauchy-Ri...
The consideration of the bosonic properties of the Dirac equation with arbitrary mass has been conti...
The spin-base invariant formalism of Dirac fermions in curved space maintains the essential symmetri...
The primary goal of our article is to implement some standard spin geometry techniques related to th...
We generalize certain aspects of Hestenes's approach to Dirac theory to obtain multivector Dirac equ...
The Dirac and Kähler equations are separated in a class of spherically symmetric space‐times by usin...
The geometrical description of spinor fields by E. Kähler is used to formulate a consistent lattice ...
Z(2)-gradings of Clifford algebras are reviewed and we shall be concerned with an alpha-grading base...
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