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27/04/2022 · A quantum binary signal (e.g. a binary pattern) contains only | 0 〉 and | 1 〉, which is analogous to 0 and 1 (or black and white) in a classical setting. Here, we present two major findings. First, given a (quantum) binary pattern, a QNN with Z-measurement makes the same prediction for a binary pattern and its negational counterpart. Second

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02/06/2022 · General Relativity and Quantum Cosmology. arXiv:2206.01212 (gr-qc) The presence of these boson clouds affects the dynamics of black hole binary inspirals and their associated GW signals. In this Letter, we show that the binary companion can induce transitions between bound and unbound states of the cloud, effectively "ionizing" it

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Optimal detection of quantum states can be formulated in terms of projections onto orthonormal measurement states as described in [2–6]. In our model, the detection operator for the binary signal-plus-noise problem spans the entire signal-plus-noise subspace of Hilbert space. It is denoted by W 2, with components the projection operators Π 0

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04/01/2021 · General Relativity and Quantum Cosmology. arXiv:2101.01200 (gr-qc) [Submitted on 4 Jan 2021 , last revised 8 Feb 2021 (this version, v2)] in terms of sine-gaussian wavelets before the signal source properties are inferred using templates for the compact binary signal. We present a new analysis of gravitational wave data that contain both a

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15/06/2022 · For solving the binary CS problem we consider a classical approach for $$\mathcal L_1$$-minimisation and several quantum-based and hybrid solution methods which address $$\mathcal L_0$$-minimisation.When solving usual combinatorial problems, one would look at the optimality gap or lower and upper bounds as metrics to describe the quality of the solutions …

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