18 citations · 39 across the 6 of their papers we have counts for
7 papers
From Pure Spinor Geometry to Quantum Physics: A Mathematical Way
Paolo Budinich
In the search of a mathematical basis for quantum mechanics, in order to render it self-consistent and rationally understandable, we find that the best approach is to adopt E. Cart…
A Spinorial Formulation of the Maximum Clique Problem of a Graph
Marco Budinich, Paolo Budinich
We present a new formulation of the maximum clique problem of a graph in complex space. We start observing that the adjacency matrix A of a graph can always be written in the form…
The Possible Role of Pure Spinors in Some Sectors of Particle Physics
Paolo Budinich
The equations defining pure spinors are interpreted as equations of motion formulated on the lightcone of a ten-dimensional, lorentzian, momentum space. Most of the equations for f…
From the Geometry of Pure Spinors with their Division Algebras to Fermion's Physics
Paolo Budinich
The Cartan's equations definig simple spinors (renamed pure by C. Chevalley) are interpreted as equations of motion in momentum spaces, in a constructive approach in which at each…
On Fermions in Compact momentum Spaces Bilinearly Constructed with Pure Spinors
Paolo Budinich
It is shown how the old Cartan's conjecture on the fundamental role of the geometry of simple (or pure) spinors, as bilinearly underlying euclidean geometry, may be extended also t…
On Conformally Compactified Phase Space
Paolo Budinich
Conformally compactified phase space is conceived as an automorphism space for the global action of the extended conformal group. Space time and momentum space appear then as confo…
On conformal reflections in compactified phase space
Paolo Budinich
Some results from arguments of research dealt with R. Raczka are exposed and extended. In particular new arguments are brought in favor of the conjecture, formulated with him, that…