3 citations · 8 across the 11 of their papers we have counts for
11 papers
From 2-d Polyakov Action to the 4-d Pseudo-Conformal Field Theory
C. N. Ragiadakos
The characteristic property of the 2-dimensional Polyakov action is its independence on the metric tensor, without being topological. A renormalizable 4-dimensional action is found…
Hadronic Sector in the 4-d Pseudo-Conformal Field Theory
C. N. Ragiadakos
The pseudo-conformal field theory (PCFT) is a 4-d action, which depends on the lorentzian Cauchy-Riemann (LCR) structure. Like the 2-d linearized string action, it does not depend…
Standard Model Derivation from a 4-d Pseudo-Conformal Field Theory
C. N. Ragiadakos
Pseudo-conformal field theory (PCFT) is a 4-d action, which depends on the lorentzian Cauchy-Riemann (LCR) structure, determined by a tetrad satisfying precise integrability condit…
Pseudo-Conformal Field Theory
C. N. Ragiadakos
The fundamental structure of the 4-dimensional spacetime is assumed to be the lorentzian CR-structure (LCR-structure), which contains two correlated 3-dimensional CR-structures. It…
Lorentzian CR structures
C. N. Ragiadakos
The mathematics of a 4-dimensional renormalizable generally covariant lagrangian model (with first order derivatives) is reviewed. The lorentzian CR manifolds are totally real subm…
A Renormalisable Cosmodynamic Model
C. N. Ragiadakos
The fermionic gyromagnetic ratio g= 2 of the Kerr-Newman spacetime cannot be a computational "coincidence". This naturally immerges in a four dimensional generally covariant modifi…