Qunatum extractors and the quantum entropy difference problem
... More importantly, classical expanders are extremely useful objects in classical CS. It seems plausible that their quantum counterparts may also be ...
... More importantly, classical expanders are extremely useful objects in classical CS. It seems plausible that their quantum counterparts may also be ...
A quantum mechanical model for the rate of return
... Abstract. In their activity, the traders approximate the rate of return by integer multiples of a minimal one. Therefore, it can be regarded as a quantized variable. On the other hand, there is the impossibility of observing the rate of return and its instantaneous forward time derivative, even if w ...
... Abstract. In their activity, the traders approximate the rate of return by integer multiples of a minimal one. Therefore, it can be regarded as a quantized variable. On the other hand, there is the impossibility of observing the rate of return and its instantaneous forward time derivative, even if w ...
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... 6 of 11 Geordie Rose, the founder and Chief Technology Officer of D-Wave, waxes poetic about the future of quantum computing, and his conviction that it will lead to the creation of a new form of intelligent life. At times, Rose’s enthusiasm evokes Dr. Frankenstein’s reaction to the successful rean ...
... 6 of 11 Geordie Rose, the founder and Chief Technology Officer of D-Wave, waxes poetic about the future of quantum computing, and his conviction that it will lead to the creation of a new form of intelligent life. At times, Rose’s enthusiasm evokes Dr. Frankenstein’s reaction to the successful rean ...
A Quantum Information Processing Explanation of Disjunction Effects
... another operator is applied that transforms the initial state into one that has ψDD = ψDC = 0 to produce ψC = [0,0,αC,βC], where βC2 = 1 − αC2. In the unknown case, an operator is applied which produces a superposition state ψU = √½ · ψD + √½ · ψC. The interpretation of this state will be treated in ...
... another operator is applied that transforms the initial state into one that has ψDD = ψDC = 0 to produce ψC = [0,0,αC,βC], where βC2 = 1 − αC2. In the unknown case, an operator is applied which produces a superposition state ψU = √½ · ψD + √½ · ψC. The interpretation of this state will be treated in ...
Quantum Computation and Quantum Information” by Michael
... strengths of the volume are: the completeness of both basic and more advanced aspects of quantum computation and theory (including simple topics such as qubits and qubit gates, but also the more advanced quantum Fourier transform and several quantum search algorithms), the well-chosen and broad spec ...
... strengths of the volume are: the completeness of both basic and more advanced aspects of quantum computation and theory (including simple topics such as qubits and qubit gates, but also the more advanced quantum Fourier transform and several quantum search algorithms), the well-chosen and broad spec ...
quantum mechanics
... The Einstein, Podolsky,Rosen paper ends by saying: While we have thus shown that the wave function does not provide a a complete description of the physical reality, we left open the question of whether or not such a description exists. We believe, however, that such a theory is possible. The origin ...
... The Einstein, Podolsky,Rosen paper ends by saying: While we have thus shown that the wave function does not provide a a complete description of the physical reality, we left open the question of whether or not such a description exists. We believe, however, that such a theory is possible. The origin ...
Phase estimation and Shor`s algorithm
... natural setting for subsequent discoveries of “real quantum algorithms”. The most notable example is Shor’s quantum factoring algorithm which evolved from the the order-finding problem, which was originally formulated in the language of quantum queries. Following our “interferometric approach” we wi ...
... natural setting for subsequent discoveries of “real quantum algorithms”. The most notable example is Shor’s quantum factoring algorithm which evolved from the the order-finding problem, which was originally formulated in the language of quantum queries. Following our “interferometric approach” we wi ...
