Logical error rate in the Pauli twirling approximation Amara Katabarwa
... bits of the input. However, it was clear from the very beginning that the great power of quantum computing— using quantum superpositions and entanglement—also presented the greatest challenge to its realization; namely, the incredible delicacy of quantum states in the presence of unwanted environmen ...
... bits of the input. However, it was clear from the very beginning that the great power of quantum computing— using quantum superpositions and entanglement—also presented the greatest challenge to its realization; namely, the incredible delicacy of quantum states in the presence of unwanted environmen ...
NEW HINTS FROM THEORY FOR PUMPING SPIN CURRENTS IN
... of Chern numbers. Later it was found that nonlinear systems can give raise to oneparameter forms of pumping and in this case the quantization of the pumped charge does not occur. L. Foa Torres [5] predicted the one-parameter pumping from a non-linear system consisting of a ring pierced by a magnetic ...
... of Chern numbers. Later it was found that nonlinear systems can give raise to oneparameter forms of pumping and in this case the quantization of the pumped charge does not occur. L. Foa Torres [5] predicted the one-parameter pumping from a non-linear system consisting of a ring pierced by a magnetic ...
A THEORY OF DEDUCTION FOR QUANTUM MECHANICS Abstract
... Thus we come to the conclusion that quantum logic is first of all an "a priori" calculus which is surely weakly confirmable by quantum mechanics in the same way in which classical logic is confirmable by classical mechanics 8 . It may be that quantum logic is strongly empirically confirmable (deduci ...
... Thus we come to the conclusion that quantum logic is first of all an "a priori" calculus which is surely weakly confirmable by quantum mechanics in the same way in which classical logic is confirmable by classical mechanics 8 . It may be that quantum logic is strongly empirically confirmable (deduci ...
Can one distinguish quantum trees from the boundary?
... of a single edge (single interval) [20]. Extending the set of spectral data by including the Titchmarsh-Weyl matrix function (TW-function, see definition below) associated with all boundary vertices, one may reconstruct not only the metric tree (without any restriction on the edge lengths) but the p ...
... of a single edge (single interval) [20]. Extending the set of spectral data by including the Titchmarsh-Weyl matrix function (TW-function, see definition below) associated with all boundary vertices, one may reconstruct not only the metric tree (without any restriction on the edge lengths) but the p ...
On Zurek`s Derivation of the Born Rule
... help in a careful evaluation of the question to what extent Zurek’s derivation can be regarded as fundamental. In fact, after this paper had been posted online as a preprint, two other discussions of Zurek’s argument have appeared that also describe variants of the proof.(24,25) Moreover, Zurek hims ...
... help in a careful evaluation of the question to what extent Zurek’s derivation can be regarded as fundamental. In fact, after this paper had been posted online as a preprint, two other discussions of Zurek’s argument have appeared that also describe variants of the proof.(24,25) Moreover, Zurek hims ...
How Quantum Theory Helps Us Explain
... quantum theory: single particle interference phenomena in section 7, the stability of matter in section 8, and Bose-Einstein condensation in section 9. In conclusion I note some open problems and relate the present account of explanation in quantum theory to alternative approaches that emphasize th ...
... quantum theory: single particle interference phenomena in section 7, the stability of matter in section 8, and Bose-Einstein condensation in section 9. In conclusion I note some open problems and relate the present account of explanation in quantum theory to alternative approaches that emphasize th ...
