Some Quantum Computational Circuits
... This is simple to understand, each input consists of a bit which can either be in the state “1” (on) or “0” (off) and the output bits are also either 1 or 0. When we are dealing with quantum computers, we also think in terms of bits, we call these qubits (pronounced “kewbits”), though these are fund ...
... This is simple to understand, each input consists of a bit which can either be in the state “1” (on) or “0” (off) and the output bits are also either 1 or 0. When we are dealing with quantum computers, we also think in terms of bits, we call these qubits (pronounced “kewbits”), though these are fund ...
From Quantum Gates to Quantum Learning
... states, and are characterized by a wave function . As an example (), it is possible to have light polarizations other than purely horizontal or vertical, such as slant 45 corresponding to the linear superposition of . In ternary logic, the notation for the superposition is , where , , and are c ...
... states, and are characterized by a wave function . As an example (), it is possible to have light polarizations other than purely horizontal or vertical, such as slant 45 corresponding to the linear superposition of . In ternary logic, the notation for the superposition is , where , , and are c ...
Quantum Computing and Parallel (Multicore) Processing
... This is simple to understand, each input consists of a bit which can either be in the state “1” (on) or “0” (off) and the output bits are also either 1 or 0. When we are dealing with quantum computers, we also think in terms of bits, we call these qubits (pronounced “kewbits”), though these are fund ...
... This is simple to understand, each input consists of a bit which can either be in the state “1” (on) or “0” (off) and the output bits are also either 1 or 0. When we are dealing with quantum computers, we also think in terms of bits, we call these qubits (pronounced “kewbits”), though these are fund ...
Phys. Rev. Lett. 98, 070602
... an Ohmic heat bath. When coupled to such a bath, a quantum mechanical degree of freedom can undergo a transition from coherent to incoherent behavior [8]. Recently, the effects of such a coupling on quantum phase transitions, at which divergent numbers of quantum mechanical degrees of freedom intera ...
... an Ohmic heat bath. When coupled to such a bath, a quantum mechanical degree of freedom can undergo a transition from coherent to incoherent behavior [8]. Recently, the effects of such a coupling on quantum phase transitions, at which divergent numbers of quantum mechanical degrees of freedom intera ...
Bose-Einstein Condensation and Free DKP field
... the theories based on DKP and KG/Proca equations, such as in [13] or in Riemann-Cartan space–times [23, 24]. Nevertheless, the question about the equivalence or not still lacks a complete answer nowadays. As above mentioned, all accomplished studies on the DKP theory were made at zero temperature. T ...
... the theories based on DKP and KG/Proca equations, such as in [13] or in Riemann-Cartan space–times [23, 24]. Nevertheless, the question about the equivalence or not still lacks a complete answer nowadays. As above mentioned, all accomplished studies on the DKP theory were made at zero temperature. T ...
INTRODUCTION TO NOISE AND DENSITY MATRICES. Slides in PPT.
... Imagine that a quantum system is in the state j with Probability of outcome k being in state j probability pj . We do a measurement described by projectors Pk . ...
... Imagine that a quantum system is in the state j with Probability of outcome k being in state j probability pj . We do a measurement described by projectors Pk . ...
Prof.P. Ravindran, Sommerfield Model for Free Electron Theory
... The salient features of quantum free electron theory Sommerfeld proposed this theory in 1928 retaining the concept of free electrons moving in a uniform potential within the metal as in the classical theory, but treated the electrons as obeying the laws of quantum mechanics. Based on the deBroglie w ...
... The salient features of quantum free electron theory Sommerfeld proposed this theory in 1928 retaining the concept of free electrons moving in a uniform potential within the metal as in the classical theory, but treated the electrons as obeying the laws of quantum mechanics. Based on the deBroglie w ...
Relativistic Computing
... when the subject covers financial economics and return on investment for companies. This work aims to present as a contribution proposing a relativistic model of computation using the relativistic physics concepts and foundations of quantum mechanics to propose a new vision in the use of virtualizat ...
... when the subject covers financial economics and return on investment for companies. This work aims to present as a contribution proposing a relativistic model of computation using the relativistic physics concepts and foundations of quantum mechanics to propose a new vision in the use of virtualizat ...
Superluminal Quantum Models of the Photon and Electron
... influenced chemist Gilbert N. Lewis to propose chemical bonding rules for atoms. In the model, charge fibers are twisted an integer number of times, to account for the quantum number of angular momentum of an electron in an atom. The helicity or handedness of the twist was later thought to distingui ...
... influenced chemist Gilbert N. Lewis to propose chemical bonding rules for atoms. In the model, charge fibers are twisted an integer number of times, to account for the quantum number of angular momentum of an electron in an atom. The helicity or handedness of the twist was later thought to distingui ...
Creation of entangled states in coupled quantum dots via adiabatic... C. Creatore, R. T. Brierley, R. T. Phillips,
... An important feature of our proposal is that it does not require precise engineering of individual quantum dots. In particular, we do not require that the dots in a particular pair have almost degenerate exciton levels. Instead, we consider an ensemble of pairs, a subset of which will obey this crit ...
... An important feature of our proposal is that it does not require precise engineering of individual quantum dots. In particular, we do not require that the dots in a particular pair have almost degenerate exciton levels. Instead, we consider an ensemble of pairs, a subset of which will obey this crit ...
Renormalization group running of Newton`s constant G: The static
... theory, might actually make sense, and lead to a consistent theory at the nonperturbative level. As is often the case in physics, the best evidence does not come from often incomplete and partial results in a single model, but more appropriately from the level of consistency that various, often quit ...
... theory, might actually make sense, and lead to a consistent theory at the nonperturbative level. As is often the case in physics, the best evidence does not come from often incomplete and partial results in a single model, but more appropriately from the level of consistency that various, often quit ...
Probing exciton localization in nonpolar GaN/AlN quantum dots by
... where the phonons couple efficiently with the confined exciton. It is then possible to calculate the spectral shape function by the combination of every simultaneous emission probability 兿1⬍i⬍50Wqpi for every set of p j. We, however, checked that j in the temperature range that we consider here 共⬍20 ...
... where the phonons couple efficiently with the confined exciton. It is then possible to calculate the spectral shape function by the combination of every simultaneous emission probability 兿1⬍i⬍50Wqpi for every set of p j. We, however, checked that j in the temperature range that we consider here 共⬍20 ...
Just enough on Dirac Notation
... ket |ψi is a quantum state whose wavefuntion is ψ(x). It is a fairly subtle distinction, but it is rather like the difference between a physical vector (eg the velocity of a particle) and the list of its components in a particular basis. The latter is a particular representation of the former, and s ...
... ket |ψi is a quantum state whose wavefuntion is ψ(x). It is a fairly subtle distinction, but it is rather like the difference between a physical vector (eg the velocity of a particle) and the list of its components in a particular basis. The latter is a particular representation of the former, and s ...
