Scalar Vector Tensor Spinor

What are derived physical quantities.

Scalar vector tensor spinor. But despite this nearly universal dominance in nature they do not obey the behavior typical of scalar vector and tensor quantities but that of spinors. A spinor visualized as a vector pointing along the moebius band exhibiting a sign inversion when the circle the physical system is continuously rotated through a full turn of 3600. So what is a spinor. While the local scalar vector spinor relations among mathematical cliffs and physical measures described electroweak and strong interactions the global mathematical physical equations interpreted gravity and repulsion where a quantum scalar vector spinor svs model approaches physical unification without dark sectors.

A in geometry and physics spinors s p n er are elements of a complex vector space that can be associated with euclidean space. A field cannot be a scalar field somewhere and a vector. Jai hind students in this video we will discuss the following topics. In fact based on the different behaviour of the field components under transformations we divide the physical field into several types scalar field spinor field and vector tensor field.

Its essentially a two component vector like quantity in which rotations and lorentz boosts are built into the overall formalism. Specifically any field as an element of a linear space can be written as i e i.