A countable basis of polychromatic single-photon waves for free Maxwell fields is constructed as simultaneous eigenstates of four commuting operators with integer eigenvalues, making the space isomorphic to ℓ².
von Neumann,Mathematical Foundations of Quantum Mechanics(Princeton University Press, Princeton, NJ
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2026 2verdicts
UNVERDICTED 2representative citing papers
Cavity-mediated interaction plus self-energy renormalization in (1+2) Dirac QED produces enhanced momentum-resolved entanglement entropy and stationary Bell-like states when coherence time exceeds interlayer photon propagation time.
citing papers explorer
-
Countable basis for free electromagnetic fields
A countable basis of polychromatic single-photon waves for free Maxwell fields is constructed as simultaneous eigenstates of four commuting operators with integer eigenvalues, making the space isomorphic to ℓ².
-
Entanglement (1+2) QED in a double layer of Dirac Materials
Cavity-mediated interaction plus self-energy renormalization in (1+2) Dirac QED produces enhanced momentum-resolved entanglement entropy and stationary Bell-like states when coherence time exceeds interlayer photon propagation time.