
Interpretation Neutrality in the Classical Domain of Quantum Theory
... viable framework for effecting this kind of reduction between quantum and classical theories, I seek to provide a counterweight to recent discussions - in particular, by Batterman, Berry and Bokulich - that have urged a move away from thinking about quantum-classical relations as an instance of redu ...
... viable framework for effecting this kind of reduction between quantum and classical theories, I seek to provide a counterweight to recent discussions - in particular, by Batterman, Berry and Bokulich - that have urged a move away from thinking about quantum-classical relations as an instance of redu ...
Lecture 12: Holevo`s theorem and Nayak`s bound
... We will now consider a related, but nevertheless different setting from the one that Holevo’s theorem concerns. Suppose now that Alice has m bits, and she wants to encode them into fewer than n qubits in such a way that Bob can recover not the entire string of bits, but rather any single bit (or sma ...
... We will now consider a related, but nevertheless different setting from the one that Holevo’s theorem concerns. Suppose now that Alice has m bits, and she wants to encode them into fewer than n qubits in such a way that Bob can recover not the entire string of bits, but rather any single bit (or sma ...
God, Man, Chaos and Control: How God Might Control the
... 118 : Ḥakirah, the Flatbush Journal of Jewish Law and Thought of Egypt will have no agency in preventing these events from unfolding in any other way than God decreed. This would seem to imply that God’s divine providence, and not man’s independent free choice, determines the course of history. Fu ...
... 118 : Ḥakirah, the Flatbush Journal of Jewish Law and Thought of Egypt will have no agency in preventing these events from unfolding in any other way than God decreed. This would seem to imply that God’s divine providence, and not man’s independent free choice, determines the course of history. Fu ...
A Quantum Algorithm for Finding a Hamilton Circuit
... of quantum computation. Having obtained all the possible outputs, Ohya and Masuda algorithm assumes the distinguishability of 0 and 1 to get the nal results. In our Hamilton circuit algorithm, we also use quantum network to implement the clauses. After this, one needs to nd whether there exists an ...
... of quantum computation. Having obtained all the possible outputs, Ohya and Masuda algorithm assumes the distinguishability of 0 and 1 to get the nal results. In our Hamilton circuit algorithm, we also use quantum network to implement the clauses. After this, one needs to nd whether there exists an ...
The Learnability of Quantum States
... Ran Raz’s curveball: QIP/qpoly = ALL Raz’s result actually has nothing to do with quantum mechanics, since IP/rpoly = ALL as well ...
... Ran Raz’s curveball: QIP/qpoly = ALL Raz’s result actually has nothing to do with quantum mechanics, since IP/rpoly = ALL as well ...
Mixed quantum and classical processes in strong fields
... classical or virtual vs real. The distinction is at the heart of the useful technique in strong-field physics, wherein a quantum process is envisaged as being followed by a classical interaction between, for example, a photoelectron and the field that produced it. Despite the widespread use of this ...
... classical or virtual vs real. The distinction is at the heart of the useful technique in strong-field physics, wherein a quantum process is envisaged as being followed by a classical interaction between, for example, a photoelectron and the field that produced it. Despite the widespread use of this ...
Energy Spectra of an Electron in a Pyramid-shaped
... geometry is complicated, because even in the twodimensional case Laplace’s equation becomes nonanalytical in the vicinity of certain corner angles [5], so that the system can be studied only numerically. Currently, there was a considerable progress in finite volume modeling of square-based pyramid w ...
... geometry is complicated, because even in the twodimensional case Laplace’s equation becomes nonanalytical in the vicinity of certain corner angles [5], so that the system can be studied only numerically. Currently, there was a considerable progress in finite volume modeling of square-based pyramid w ...
PDF Version - Physics (APS)
... surface (in the three-dimensional case) and no simple deformation to the edge (or surface) can destroy these conducting states. Moreover, the conducting states are real and can be measured, and in the case of the quantum spin Hall state, are naturally spin polarized, which can have interesting appli ...
... surface (in the three-dimensional case) and no simple deformation to the edge (or surface) can destroy these conducting states. Moreover, the conducting states are real and can be measured, and in the case of the quantum spin Hall state, are naturally spin polarized, which can have interesting appli ...