In this paper we introduce the differential and integral calculus from q-Lorentzian algebra. We establish the q-spinorial variables, the q-differential calculus and the q-complex spinorial integrals.

This note provides an explicit proof of the equivalence of the Belinfante's energy-momentum tensor and the metric energy-momentum tensor for general mixed tensor-spinor fields.

Bose–Einstein condensation is a well-known phenomenon in which identical bosons occupy the same quantum state below a certain critical temperature. A hallmark of Bose–Einstein condensation is the ...

Let D be a global domain whose quotient field F does not have characteristic 2, let U be a quaternion algebra over F, and let D be an order on U over D. A right D-module M which is simultaneously a ...

ABSTRACT: The opening and many years of research of magnetic spinor particles (real magnetic charges) in atoms and substance have enabled the author to formulate the conception of the Physical Triad, ...

This is a preview. Log in through your library . Abstract Anti-self-dual metrics in the (+ + --) signature that admit a covariantly constant real spinor are studied. It is shown that finding such ...

ABSTRACT: The present research work is considered as part II of the previous work entitled [Plane Symmetric Solutions to the Nonlinear Spinor Field Equations in General Relativity Theory, jmp, 2019, ...