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Experimental demonstration of quantum advantage for NP verification with limited information.
TLDR
This work shows an experimental demonstration of a quantum computational advantage in a prover-verifier interactive setting, where the computational task consists in the verification of an NP-complete problem by a verifier who only gets limited information about the proof sent by an untrusted prover in the form of a series of unentangled quantum states.
Experimental demonstration of quantum advantage for NP verification
TLDR
This work provides evidence for a computational quantum advantage in the interactive setting, drawing near potentially useful applications on the basis of linear optics practice.
Reversibility in one-dimensional quantum cellular automata in the presence of noise
We consider a class of noisy, one-dimensional quantum cellular automata that allow one to shift from unitary dynamics to completely positive maps, and investigate the notion of reversibility in such
Practical quantum electronic voting
Electronic voting is a very useful but challenging internet-based protocol that despite many theoretical approaches and various implementations with different degrees of success, remains a
Reversibility and quantum coherence in one-dimensional quantum cellular automata
Quantum cellular automata are important tools in understanding quantum dynamics, thanks to their simple and effective list of rules. Here we consider a class of noisy, one-dimensional quantum
Experimental demonstration of quantum advantage for NP verification
TLDR
This work provides evidence for a computational quantum advantage in the interactive setting, drawing near potentially useful applications on the basis of linear optics practice.
Charging batteries with quantum squeezing
We present a scheme for the charging of a quantum battery based on the dynamics of an open quantum system undergoing coherent quantum squeezing and affected by an incoherent squeezed thermal bath. We
Quantum Coherence in Noisy Cellular Automata
TLDR
This work investigates explicitly how coherence is built and lost in the evolution of one-dimensional automata subject to noise, and illustrates the interplay between unitary and noisy dynamics.
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