1 citations · 1 across the 1 of their papers we have counts for
4 papers
Obstacles to the quantization of general relativity using symplectic structures
Tom McClain
In this paper I give overviews of the polysymplectic approach to covariant Hamiltonian field theory and the simplest geometric quantization of classical particle theories. I then g…
Using weighting algorithms to refine source direction determinations in all-sky gravitational wave burst searches with two-detector networks II: The case of elliptical polarization
Tom McClain
I expand on the results of a recent work in which a novel weighting algorithm was shown to substantially increase the accuracy of an old, non-Bayesian computational approach for in…
A global version of Gunther's polysymplectic formalism using vertical projections
Tom McClain
I construct a global version of the local polysymplectic approach to covariant Hamiltonian field theory pioneered by C. Gunther. Beginning with the geometric framework of the theor…
Using weighting algorithms to refine source direction determinations in all-sky gravitational wave burst searches with two-detector networks
Tom McClain
I explore the possibility of resurrecting an old, non-Bayesian computational approach for inferring the source direction of a gravitational wave from the output of a two-detector n…