Multidimensional super- and subradiance in waveguide quantum electrodynamics

14 Nov 2020 Dinc Fatih Hayward Lauren E. Brańczyk Agata M.

We study the collective decay rates of multi-dimensional quantum networks in which one-dimensional waveguides form an intersecting hyper-rectangular lattice, with qubits located at the lattice points. We introduce and motivate the \emph{dimensional reduction of poles} (DRoP) conjecture, which identifies all collective decay rates of such networks via a connection to waveguides with a one-dimensional topology (e.g. a linear chain of qubits)... (read more)

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