W3: Reversible Quantum Computing
... 2. Find xi mod n for i = 1,2,3,… until finding the period R. 3. Calculate greatest common divisor (GCD) of (xR/2 -1, n) and (xR/2 +1, n). ...
... 2. Find xi mod n for i = 1,2,3,… until finding the period R. 3. Calculate greatest common divisor (GCD) of (xR/2 -1, n) and (xR/2 +1, n). ...
A Quantum self-Routing Packet Switching
... • Even though this design creates a superposition of the contending packets at desired output , a complementary superposition is created on the other output also which is undesirable • Even if we go ahead and make a Banyan network using this switch , the outputs of the network might receive packets ...
... • Even though this design creates a superposition of the contending packets at desired output , a complementary superposition is created on the other output also which is undesirable • Even if we go ahead and make a Banyan network using this switch , the outputs of the network might receive packets ...
Quantum Information and the Representation Theory of the
... sequence affords a compression ratio of H(p)/log2 d with respect to a naive binary encoding of all sequences of length n (of which there are dn = 2n log2 d of them). Most proofs of Shannon’s theorem therefore rely on some characterization of a typical set consistent with w ' p and then establishing ...
... sequence affords a compression ratio of H(p)/log2 d with respect to a naive binary encoding of all sequences of length n (of which there are dn = 2n log2 d of them). Most proofs of Shannon’s theorem therefore rely on some characterization of a typical set consistent with w ' p and then establishing ...
Document
... Ultimately, one wants to predict the quantum transport characteristics with as few adjustable parameters as possible ! ...
... Ultimately, one wants to predict the quantum transport characteristics with as few adjustable parameters as possible ! ...
Quantum Control in the Classical Limit: Can the
... Theme A: Control in closed systems 1. Coherent Control provides a powerful method for controlling molecular processes --- highly successful for isolated molecular processes. 2. Coherent Control is based on the interference between pathways to the same final state. Such control is often manifest via ...
... Theme A: Control in closed systems 1. Coherent Control provides a powerful method for controlling molecular processes --- highly successful for isolated molecular processes. 2. Coherent Control is based on the interference between pathways to the same final state. Such control is often manifest via ...
Quantum Interference and the Quantum Potential
... and all movement is described in terms of trajectories on a space-time manifold. Any statistical properties of an ensemble arise as a result of a frequency distribution over the individual properties themselves. In quantum theory, however, one usually denies the possibility of specifying completely ...
... and all movement is described in terms of trajectories on a space-time manifold. Any statistical properties of an ensemble arise as a result of a frequency distribution over the individual properties themselves. In quantum theory, however, one usually denies the possibility of specifying completely ...
N -level quantum thermodynamics
... a way that these changes in B do not affect the time evolution of A. Then B becomes a thermodynamic heat bath, i.e., a large system which is at all times in a canonical state at a fixed temperature and capable of absorbing or emitting any amount of energy to system A without the temperature of B cha ...
... a way that these changes in B do not affect the time evolution of A. Then B becomes a thermodynamic heat bath, i.e., a large system which is at all times in a canonical state at a fixed temperature and capable of absorbing or emitting any amount of energy to system A without the temperature of B cha ...
Effective Hamiltonians and quantum states
... In §3 following, we take the function u and the measure σ and manufacture from them a quasimode, that is, an approximate solution of (1.2) for the energy level E = H̄(P ). However, we can only estimate the error term to be O() in L2 , which as M. Zworski tactfully pointed out to me is not very goo ...
... In §3 following, we take the function u and the measure σ and manufacture from them a quasimode, that is, an approximate solution of (1.2) for the energy level E = H̄(P ). However, we can only estimate the error term to be O() in L2 , which as M. Zworski tactfully pointed out to me is not very goo ...
Classical World because of Quantum Physics
... - „Cosine-law“ between macroscopically distinct states - Coarse-graining (even to northern and southern hemisphere) does not “help” as j and –j are well separated is not fulfilled ...
... - „Cosine-law“ between macroscopically distinct states - Coarse-graining (even to northern and southern hemisphere) does not “help” as j and –j are well separated is not fulfilled ...
Wael`s quantum brain - Electrical & Computer Engineering
... You don't have to go back too far to find the origins of quantum computing. While computers have been around for the majority of the 20th century, quantum computing was first theorized just 20 years ago, by a physicist at the Argonne National Laboratory. Paul Benioff is credited with first applying ...
... You don't have to go back too far to find the origins of quantum computing. While computers have been around for the majority of the 20th century, quantum computing was first theorized just 20 years ago, by a physicist at the Argonne National Laboratory. Paul Benioff is credited with first applying ...
PowerPoint 演示文稿 - Shandong University
... The closed shell is spherically symmetric, and is strongly bound to the nucleus. The valence electron is located at a relatively large distance r from the nucleus. It moves in the electrostatic field of the nuclear charge +Ze, which is for the most part screened by the (Z-1) inner electrons. We desc ...
... The closed shell is spherically symmetric, and is strongly bound to the nucleus. The valence electron is located at a relatively large distance r from the nucleus. It moves in the electrostatic field of the nuclear charge +Ze, which is for the most part screened by the (Z-1) inner electrons. We desc ...