103 citations · 232 across the 27 of their papers we have counts for
8 papers · 1 filter
Simplicial quantum dynamics
David Ritz Finkelstein
Present-day quantum field theory can be regularized by a decomposition into quantum simplices. This replaces the infinite-dimensional Hilbert space by a high-dimensional spinor spa…
Ultraquantum Dynamics
James Baugh, David Ritz Finkelstein, Andrei Galiautdinov +1
Segal proposed ultraquantum commutation relations with two ultraquantum constants hbar' and hbar'' besides Planck's quantum constant hbar with a variable i. The Heisenberg quantum…
The Qubits of Qunivac
James Baugh, David Finkelstein, Andrei Galiautdinov
We formulate a theory of quantum processes, extend it to a generic quantum cosmology, formulate a reversible quantum logic for the Quantum Universe As Computer, or Qunivac. Qunivac…
Chronon corrections to the Dirac equation
Andrei A. Galiautdinov, David R. Finkelstein
The Dirac equation is not semisimple. We therefore regard it as a contraction of a simpler decontracted theory. The decontracted theory is necessarily purely algebraic and non-loca…
Clifford algebra as quantum language
James Baugh, David Ritz Finkelstein, Andrei Galiautdinov +1
We suggest Clifford algebra as a useful simplifying language for present quantum dynamics. Clifford algebras arise from representations of the permutation groups as they arise from…
Connection between topology and statistics
Zhong Tang, David Finkelstein
We introduce topological magnetic field in two-dimensional flat space, which admits a solution of scalar monopole that describes the nontrivial topology. In the Chern-Simons gauge…
Interpretation of the topological terms in gauge system
Zhong Tang, David Finkelstein
We provide an alternative interpretation for the topological terms in physics by investigating the low-energy gauge interacting system. The asymptotic behavior of the gauge field a…
Relativistically Covariant Symmetry in QED
Zhong Tang, David Finkelstein
We construct a relativistically covariant symmetry of QED. Previous local and nonlocal symmetries are special cases. This generalized symmetry need not be nilpotent, but nilpotency…