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These demonstrations — factoring programs, network generators and the like — essentially turned the concepts of classical programming into quantum questions.
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In short, the percentage-point increase and decrease caused by the question-reordering were identical and offsetting.Intriguingly, quantum probability theory predicts that this "quantum question equality" will always occur given such question reordering (but only if the questions are consecutive, so that no new information is given to participants).
At the same time there is a widely held expectation that certain quantum simulation questions will be robust to errors and perturbations in the underlying hardware.
In particular, for the investigation of quantum chemical questions, the workflow idea is helpful to perform the screening of large numbers of molecules.
Our results do not rule out the possibility of speedup for other classes of problems and illustrate the subtle nature of the quantum speedup question.
Even if we accept that fusion provides us with a model for quantum entanglement, the question still remains about the plausibility of fusion operation outside cases of quantum entanglement.
In the last 35 or so years, due to the needs of mathematical physics, in particular, quantum mechanics, the question of solving various spectral problems with explosive factor has appeared in the study of geophysics and electromagnetic fields; see [3, 4].
This system allows to experimentally address various questions of quantum engineering, including local, non-demolition measurement of a quantum many-body system [1]; cooling of qubits while preserving internal state coherence [2, 3]; or engineering bath-mediated, long-range interaction between two or more impurities [4].
It could answer questions about quantum mechanics that are currently far too complicated for a regular computer to handle.
Gaussian matrices are a familiar object of study in the random matrix community, where Hermitian random matrices are motivated by questions from quantum physics.
It is clear that Weyl was fully aware of this state of affairs, and yet in all of his published work, he refrained from making any bold statements of his views on the fundamental questions about quantum reality.
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