Titlebook: Effective Non-Hermiticity and Topology in Markovian Quadratic Bosonic Dynamics; Vincent Paul Flynn Book 2024 The Editor(s) (if applicable)

籠子

patriot

PACT

Das Mikroskop und seine Anwendung stable and dynamically unstable phases are defined via two distinct flavors of spectral degeneracies: . and . (KCs). These two flavors of degeneracy are distinguished by whether or not the relevant dynamical matrix is diagonalizable. This difference of origin will entail tangible differences in the

Congestion

Das Mikroskop und seine Anwendung,seudo-Hermitian quantum systems in order to construct a duality transformation that restores number symmetry in dynamically stable QBHs with pairing. We find that the duality transformation is intrinsically related to the covariance matrix of the quasi-particle vacuum of the QBH. Implications for an

ADOPT

瑣事

https://doi.org/10.1007/978-3-642-51377-0ups and, in particular, cover the basic notions of conservation laws, symmetries, and the breakdown of Noether’s theorem. Then, we introduce the specific class of Markovian systems we are interested in, i.e., those systems whose Lindblad generator is a QBL. Such generators are defined by a QBH, pair