Computational basis vectors Every quantum state can always be expressed as sums of computational basis vectors and such sums are easily expressed using Dirac notation. The converse is also true in ...

A Mathematica package for performing calculations involving matrices/vectors in the Dirac notation which is usually used in quantum mechanics/quantum computing.

A self-consistent solution of the Dirac equation in the presence of a source consisting of an axial vector current is sought in the standard chiral SU(2) ⊗ SU(2) model of nucleons and mesons. It is ...

It is well known that there exists an equivalence of R8 vectors and spinors, which has its roots in the rotational symmetry of the Dynkin diagram for D 4. We endow R8 with a real action of ∼(SO(4,4)), ...