Universal quantum interfaces
... exchange interaction will swap qubits 2 and k into adjacency. The mediating UQI can then effect the desired logic gate between them in constant time, and the process can be reversed to restore the qubits to their original locations. This all takes O(k) time, fast enough to enable efficient universal ...
... exchange interaction will swap qubits 2 and k into adjacency. The mediating UQI can then effect the desired logic gate between them in constant time, and the process can be reversed to restore the qubits to their original locations. This all takes O(k) time, fast enough to enable efficient universal ...
CHEM 322 - Queen`s Chemistry
... Method: The course will be taught by Peter Loock, who has research interests in experimental research on electronically excited states. Each spectroscopic technique will be first introduced using fundamental QM principles, and then expanded by introducing practical applications. Evaluation: The cour ...
... Method: The course will be taught by Peter Loock, who has research interests in experimental research on electronically excited states. Each spectroscopic technique will be first introduced using fundamental QM principles, and then expanded by introducing practical applications. Evaluation: The cour ...
Full text in PDF form
... being recovered at the Planck scale. In fact, the thermodynamic arrow of time is related to the psychological arrow of time, and at the Planck scale, the latter is missing because there are no observers. This is not just a matter of philosophy, but it is a real handicap. The "events" of our causal s ...
... being recovered at the Planck scale. In fact, the thermodynamic arrow of time is related to the psychological arrow of time, and at the Planck scale, the latter is missing because there are no observers. This is not just a matter of philosophy, but it is a real handicap. The "events" of our causal s ...
Semi-markov decision problems and performance sensitivity analysis
... and using (17). Algorithms based on (23) usually have smaller variannce than those based on (22). This is similar to the case with Markov process [6]. The high-order derivatives are the same as those for Markov processes [5] ...
... and using (17). Algorithms based on (23) usually have smaller variannce than those based on (22). This is similar to the case with Markov process [6]. The high-order derivatives are the same as those for Markov processes [5] ...
Few-Electron Qubits in Silicon Quantum Electronic Devices
... |ψi = cos θ |0i + eiφ sin θ |1i. As a result, instead of the binary information storage, in ...
... |ψi = cos θ |0i + eiφ sin θ |1i. As a result, instead of the binary information storage, in ...
A pedagogical introduction to quantum Monte Carlo
... of quantum systems. They have been applied with success to a large variety of problems described by a Schrödinger-like equation (see, e.g., [1], [2], [3], [4], [5]). Although many variants can be found in the literature all the methods rest on the same idea. In essence, QMC approaches are power met ...
... of quantum systems. They have been applied with success to a large variety of problems described by a Schrödinger-like equation (see, e.g., [1], [2], [3], [4], [5]). Although many variants can be found in the literature all the methods rest on the same idea. In essence, QMC approaches are power met ...
The mutual energy current interpretation for quantum mechanics
... Quantum physics has the probability interpretation. Traditionally we have believed the particle for example electron looks like the light wave. From the knowledge of light, we know that wave is always spread out, and hence the electron wave should also spread out. That means the electron wave beam s ...
... Quantum physics has the probability interpretation. Traditionally we have believed the particle for example electron looks like the light wave. From the knowledge of light, we know that wave is always spread out, and hence the electron wave should also spread out. That means the electron wave beam s ...
quantum computing for computer scientists
... vectors, which is critical for quantum computing. Ternary logic is different from traditional Boolean algebra (states of 0/1) because the latter has no third state, and hence confounds the states “the opposite of one” and “nothing”. Since addition is commutative (a + b = b + a) but subtraction is no ...
... vectors, which is critical for quantum computing. Ternary logic is different from traditional Boolean algebra (states of 0/1) because the latter has no third state, and hence confounds the states “the opposite of one” and “nothing”. Since addition is commutative (a + b = b + a) but subtraction is no ...
