Nonclassical states of light propagating in Kerr media
... momentum to the vector potential , and thus the displacement field modes should be quantized rather than the electric field modes, as it is usually done. The modes are in this case the collective matter-field modes instead of pure field modes and their excitations have different physical interpretat ...
... momentum to the vector potential , and thus the displacement field modes should be quantized rather than the electric field modes, as it is usually done. The modes are in this case the collective matter-field modes instead of pure field modes and their excitations have different physical interpretat ...
Chapter 3: Quantum Computing
... amplitudes of all basis states is 1. This sum remains invariant due to the application of a unitary transformations. The Hilbert space Hn is the set of all possible such linear superpositions. QC is a method of computation where various operations can be executed on these superpositions: • unitary o ...
... amplitudes of all basis states is 1. This sum remains invariant due to the application of a unitary transformations. The Hilbert space Hn is the set of all possible such linear superpositions. QC is a method of computation where various operations can be executed on these superpositions: • unitary o ...
Quantum Information Processing: Algorithms, Technologies and
... values is a basis state denoted |a >. Quantum mechanics allows for a linear superposition (also termed an entangled quantum state) of these basis states to exist simultaneously. Each basis state |a > of the superposition is assigned a given complex amplitude α; this is denoted α|a >. Unitary transfo ...
... values is a basis state denoted |a >. Quantum mechanics allows for a linear superposition (also termed an entangled quantum state) of these basis states to exist simultaneously. Each basis state |a > of the superposition is assigned a given complex amplitude α; this is denoted α|a >. Unitary transfo ...
Reading out a quantum bit
... state of the qubits in the out register when the algorithm is done. As we will see later one also needs to read out certain qubits during the computation if we want to perform error correction. On the algorithm level a read-out is simply a projective measurement. If we read-out a qubit in the state ...
... state of the qubits in the out register when the algorithm is done. As we will see later one also needs to read out certain qubits during the computation if we want to perform error correction. On the algorithm level a read-out is simply a projective measurement. If we read-out a qubit in the state ...
3. Traditional Models of Computation - UF CISE
... profligate interconnect models that ignore the speed-of-light limit). This lack of realism may be acceptable from the perspective of studying the pure mathematical structure of various models in the abstract, but, as engineers, we prefer for our models to correspond well to reality. So, we must be c ...
... profligate interconnect models that ignore the speed-of-light limit). This lack of realism may be acceptable from the perspective of studying the pure mathematical structure of various models in the abstract, but, as engineers, we prefer for our models to correspond well to reality. So, we must be c ...
PDF
... redirected towards each other by atomic mirrors. Finally, the converging components are recombined by another atomic beam splitter. Under these conditions, it is simple to define the area of the interferometer by considering the center of mass motion of the split components. However, this model is i ...
... redirected towards each other by atomic mirrors. Finally, the converging components are recombined by another atomic beam splitter. Under these conditions, it is simple to define the area of the interferometer by considering the center of mass motion of the split components. However, this model is i ...
Quantum Dynamical Systems
... KMS states appear naturally in the modular structure associated with faithful normal states (or more generally semi-finite weight) on von Neumann algebras. They are thus intimately connected with their mathematical structure. This tight relation between dynamics and the structure of the observable a ...
... KMS states appear naturally in the modular structure associated with faithful normal states (or more generally semi-finite weight) on von Neumann algebras. They are thus intimately connected with their mathematical structure. This tight relation between dynamics and the structure of the observable a ...
Why Physicists are still Important.
... with the bath, for some initial state of the bath, usually thermal state, or for low temperatures, the ground state. ...
... with the bath, for some initial state of the bath, usually thermal state, or for low temperatures, the ground state. ...
