Resource cost results for one-way entanglement
... by LOCC in the limit of large number of outputs. The optimal entanglement gain was determined in Ref. 12, where a connection to secret key distillation from bipartite quantum states was exhausted. However, these results were shown under strong idealizations of the sources. It was assumed that the so ...
... by LOCC in the limit of large number of outputs. The optimal entanglement gain was determined in Ref. 12, where a connection to secret key distillation from bipartite quantum states was exhausted. However, these results were shown under strong idealizations of the sources. It was assumed that the so ...
Introduction to Quantum Computation
... Investments Canada makes today in quantum computing will set the foundation for Canada’s global commercial success in this important new technology over the coming century. Mike Lazaridis, President and co-CEO, RIM. ...
... Investments Canada makes today in quantum computing will set the foundation for Canada’s global commercial success in this important new technology over the coming century. Mike Lazaridis, President and co-CEO, RIM. ...
N 1
... - The object of statistical thermodynamics is to present a particle theory leading to an interpretation of the equilibrium properties of macroscopic systems. - The foundation upon which the theory rests is quantum mechanics. - A satisfactory theory can be developed using only the quantum mechanics c ...
... - The object of statistical thermodynamics is to present a particle theory leading to an interpretation of the equilibrium properties of macroscopic systems. - The foundation upon which the theory rests is quantum mechanics. - A satisfactory theory can be developed using only the quantum mechanics c ...
Observables - inst.eecs.berkeley.edu
... determine the velocity of the particle? The difficulty is that the superposition at time t only determines the probability distribution specifying the location of the particle, and as the superposition evolves, it specifies a new probability distribution at time t + δt. The difficulty is that part of th ...
... determine the velocity of the particle? The difficulty is that the superposition at time t only determines the probability distribution specifying the location of the particle, and as the superposition evolves, it specifies a new probability distribution at time t + δt. The difficulty is that part of th ...
Qubits and quantum computers
... A qubit is a piece of quantum memory. The state of a qubit can be described by a unit vector in a 2-dimensional complex Hilbert space H. The memory of a quantum computer (quantum circuit) consists of n qubits. The state of the computer is a unit vector in the tensor product of all the 2-dimensional ...
... A qubit is a piece of quantum memory. The state of a qubit can be described by a unit vector in a 2-dimensional complex Hilbert space H. The memory of a quantum computer (quantum circuit) consists of n qubits. The state of the computer is a unit vector in the tensor product of all the 2-dimensional ...
Entanglement Spectrum in the Fractional Quantum Hall Effect
... Two dimensional strongly correlated systems present different properties at zero temperature than almost any other system in condensed matter physics. In particular the FQHE exhibits a new type of order different from the classical or quantum orders that can be described by the paradigm of Landau’s ...
... Two dimensional strongly correlated systems present different properties at zero temperature than almost any other system in condensed matter physics. In particular the FQHE exhibits a new type of order different from the classical or quantum orders that can be described by the paradigm of Landau’s ...
Document
... the adiabatic approximation via solution of the 1D/2D Schrodinger equation in slices along the channel of the device This is time consuming and for all practical purposes only charge set-back and modification of the band-gap are to a very good accuracy accounted for using either Bohm potential ap ...
... the adiabatic approximation via solution of the 1D/2D Schrodinger equation in slices along the channel of the device This is time consuming and for all practical purposes only charge set-back and modification of the band-gap are to a very good accuracy accounted for using either Bohm potential ap ...
Communicating quantum processes
... syntax similar to that of Selinger’s QPL [19], and converted into actions by means of {. . .}. Measurements such as measure z, x also use the syntax of QPL and are treated as expressions, executed for their value as well as for side-effects on quantum state. Alice and Bob are parameterized by their ...
... syntax similar to that of Selinger’s QPL [19], and converted into actions by means of {. . .}. Measurements such as measure z, x also use the syntax of QPL and are treated as expressions, executed for their value as well as for side-effects on quantum state. Alice and Bob are parameterized by their ...
Abstract: - QCCQI 2008
... the system will tend to equilibrate. Yet, how and in what sense can closed quantum many-body systems apparently relax to an equilibrium state, without any thermalizing environment? In this talk, we will address this question of the local apparent relaxation of quenched quantum systems in non-equilib ...
... the system will tend to equilibrate. Yet, how and in what sense can closed quantum many-body systems apparently relax to an equilibrium state, without any thermalizing environment? In this talk, we will address this question of the local apparent relaxation of quenched quantum systems in non-equilib ...
Curso intensivo y Workshop de Física Matemática
... wherein E denotes the internal thermodynamic energy state function. As such the inverse absolute temperature provides the integrating factor for the Second Law of thermodynamics, dS = δQ rev/T, where δQrev refers to the reversible, quasi-static heat exchange. Statistical mechanics is supposed to des ...
... wherein E denotes the internal thermodynamic energy state function. As such the inverse absolute temperature provides the integrating factor for the Second Law of thermodynamics, dS = δQ rev/T, where δQrev refers to the reversible, quasi-static heat exchange. Statistical mechanics is supposed to des ...
