Develops a resource-theoretic framework for coherence in continuous position basis using a measurement-induced dephasing channel, defining quantifiers, witnesses, and an application to Gaussian wavepackets in gravitational potentials.
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The authors extend the converse monogamy of entanglement for tripartite pure states to broader conditions and prove maximality with respect to hierarchies of bipartite entanglement and distillability.
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Resource theory of coherence in continuous position basis from measurement-induced dephasing
Develops a resource-theoretic framework for coherence in continuous position basis using a measurement-induced dephasing channel, defining quantifiers, witnesses, and an application to Gaussian wavepackets in gravitational potentials.
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Maximal extension on converse monogamy of entanglement for tripartite pure states
The authors extend the converse monogamy of entanglement for tripartite pure states to broader conditions and prove maximality with respect to hierarchies of bipartite entanglement and distillability.