On conformal reflections in compactified phase space
Sep, 199814 pages
Published in:
- AIP Conf.Proc. 453 (1998) 1, 186
Contribution to:
- Published: Dec 15, 1998
e-Print:
- hep-th/9809120 [hep-th]
DOI:
View in:
Citations per year
Abstract:
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 both space-time and momentum may be conformally compactified, building up a compact phase space of automorphism for the conformal group, where conformal reflections determine a convolution between space-time and momentum space which may have consequences of interest for both classical and quantum physics.- quantum field theory
- space-time configurations
- O groups
- Fourier analysis
- Maxwell equations
- Dirac equation
- space-time: momentum
- unified field theory
- compactification
- transformation: conformal
References(20)
Figures(0)