Classical and Quantum Computation 经典和量子计算.pdf,Classical and Quantum Computation Classical and Quantum Computation A. Yu. Kitaev A. H. Shen M. N. Vyalyi Graduate Studies in Mathematics Volume 47 American Mathematical Society Providence, Rhode Islan
quantumcomputationclassicalanyonicfunctorstopological BULLETIN(NewSeries)OFTHE AMERICANMATHEMATICALSOCIETY Volume40,Number1,Pages31–38 S0273-0979(02)00964-3 ArticleelectronicallypublishedonOctober10,2002 TOPOLOGICALQUANTUMCOMPUTATION MICHAELH.FREEDMAN,ALEXEIKITAEV,MICHAELJ.LARSEN, ANDZHENGHANWANG Abstract.Thetheoryof...
This later operation leads to quantum entanglement, a phenomena that is at the heart of quantum computation and quantum error correction.14 From the point-of-view of the control hardware, these two-qubit entangling operations are again produced by generating electromagnetic pulses that act ...
Importantly, we do not assume any detail of the noise as long as it is given by spatially-local CPTP map and criteria is given with respect to a noise strength measured by a rele- vant superoperator distance measure. To prove this, we virtually utilize fault-tolerant quantum computation as...
This later operation leads to quantum entangle- ment, a phenomena that is at the heart of quantum computation and quantum error correction.14 From the point-of-view of the control hardware, these two-qubit entangling operations are again produced by generating electromagnetic pulses that act ...
Programming models for QPUs will pose additional challenges because of the radically different logical features and physical behaviors of quantum information, such as the no cloning principle and reversible computation. The underlying technology (superconducting, trapped ion, etc.) and models (gate, ...
constraints at some point along the way to quantization. Even though the standard approach is to impose the constraints at the quantum level (see, e.g., [20,21]), there are technical advantages to incorporating the constraints at the classical level and then quantizing the reduced theory....
The field theory side follows from the complex Sachdev-Ye-Kitaev model in the limit of large specific heat and vanishing compressibility. We derive the boundary action analogous to the Schwarzian as the key link between gravity and field theory sides and show that it coincides with a geometric ...