Monday - AQIS 2016
... As illustrated in Fig. 2, our experimental setup consists of three modules: state preparation, Alice’s measurement, and Bob’s measurement. In the state preparation module, entangled photons of 801.6nm wavelength are generated in a type-I spontaneous parametric downconversion (SPDC) process where two ...
... As illustrated in Fig. 2, our experimental setup consists of three modules: state preparation, Alice’s measurement, and Bob’s measurement. In the state preparation module, entangled photons of 801.6nm wavelength are generated in a type-I spontaneous parametric downconversion (SPDC) process where two ...
- Philsci
... Peres (1993, Ch. 9) presents a slightly different version of the experiment in which stage 2 in Figure 1 does not take place. Instead, at stage 1 the particles are prepared in the x-up eigenstate and the z-spin measurement consists solely in coupling the z-spin to the position of the particles as fo ...
... Peres (1993, Ch. 9) presents a slightly different version of the experiment in which stage 2 in Figure 1 does not take place. Instead, at stage 1 the particles are prepared in the x-up eigenstate and the z-spin measurement consists solely in coupling the z-spin to the position of the particles as fo ...
Coherent and incoherent evolution of qubits in
... Coherent and incoherent evolution of qubits in semiconductor systems Iain Chapman, Thornton Greenland, Sev Savory and ...
... Coherent and incoherent evolution of qubits in semiconductor systems Iain Chapman, Thornton Greenland, Sev Savory and ...
QuRE: The Quantum Resource Estimator Toolbox
... of each fault-tolerant gate type. We will denote fault-tolerant quantum gates at the m-th level of concatenation by appending the concatenation level: X(m) , Y(m) , Z(m) , CN OT(m) , H(m) , S(m) , T(m) . Note that at the lowest level m = 0 the gates correspond to the instructions of the quantum comp ...
... of each fault-tolerant gate type. We will denote fault-tolerant quantum gates at the m-th level of concatenation by appending the concatenation level: X(m) , Y(m) , Z(m) , CN OT(m) , H(m) , S(m) , T(m) . Note that at the lowest level m = 0 the gates correspond to the instructions of the quantum comp ...
Toward Quantum Computational Agents.
... 1990’s by use of, for example, nuclear magnetic resonance [43], and solid state technologies such as that of neighbouring quantum dots implanted in regions of silicon based semiconductor on the nanometer scale [27]. As things are now, they work for up to several tens of qubits. Whether large-scale f ...
... 1990’s by use of, for example, nuclear magnetic resonance [43], and solid state technologies such as that of neighbouring quantum dots implanted in regions of silicon based semiconductor on the nanometer scale [27]. As things are now, they work for up to several tens of qubits. Whether large-scale f ...
Completeness, Supervenience, and Ontology
... complete (as Laplace pointed out). But no one would suggest because of this that we think of the state at one moment as all that exists: indeed, it is the various different states at different times that the dynamical laws link to one another. To sum up, informational completeness implies a form of ...
... complete (as Laplace pointed out). But no one would suggest because of this that we think of the state at one moment as all that exists: indeed, it is the various different states at different times that the dynamical laws link to one another. To sum up, informational completeness implies a form of ...
Quantum spin systems from the perspective of quantum
... – Basic Unit: Bell-state |00i+|11i – Long-range distribution of entanglement can be done via a quantum repeater : ...
... – Basic Unit: Bell-state |00i+|11i – Long-range distribution of entanglement can be done via a quantum repeater : ...
Dealing with ignorance: universal discrimination, learning and quantum correlations Gael Sentís Herrera
... Discriminating the state of a quantum system among a number of options is one of the most fundamental operations in quantum information theory. A primal feature of quantum theory is that, when two possible quantum states are nonorthogonal, no conceivable measurement of the system can determine its s ...
... Discriminating the state of a quantum system among a number of options is one of the most fundamental operations in quantum information theory. A primal feature of quantum theory is that, when two possible quantum states are nonorthogonal, no conceivable measurement of the system can determine its s ...
referring
... I. INTRODUCTION Heisenberg’s paper of July 19251 on ‘‘Quantummechanical reinterpretation of kinematic and mechanical relations,’’ 2,3 was the breakthrough that quickly led to the first complete formulation of quantum mechanics.4 – 6 Despite its undoubtedly crucial historical role, Heisenberg’s appro ...
... I. INTRODUCTION Heisenberg’s paper of July 19251 on ‘‘Quantummechanical reinterpretation of kinematic and mechanical relations,’’ 2,3 was the breakthrough that quickly led to the first complete formulation of quantum mechanics.4 – 6 Despite its undoubtedly crucial historical role, Heisenberg’s appro ...
B2900A Series Precision Source/Measure Unit – Data
... their integrated voltage and current sourcing and measurement capabilities. The Keysight B2900A Series provides superior performance and usability at a very reasonable price. In addition, the Keysight B2900A Series supports many functions to speed up production test and increase throughput. The vers ...
... their integrated voltage and current sourcing and measurement capabilities. The Keysight B2900A Series provides superior performance and usability at a very reasonable price. In addition, the Keysight B2900A Series supports many functions to speed up production test and increase throughput. The vers ...
Hypergroups and Quantum Bessel Processes of Non
... a uniform motion to the right, it makes sense to denote the whole process as (t, Xt )t . It can be shown in a way similar to Theorem 4.1 in [10] that the second coordinate (Xt )t after a slight rescaling becomes a particular case of quadratic harness (for the definition, see [4]), called classical bi ...
... a uniform motion to the right, it makes sense to denote the whole process as (t, Xt )t . It can be shown in a way similar to Theorem 4.1 in [10] that the second coordinate (Xt )t after a slight rescaling becomes a particular case of quadratic harness (for the definition, see [4]), called classical bi ...
Quantum Channels - Institut Camille Jordan
... We now wish to extend the operator V into a unitary operator from H ⊗ K to H ⊗ K. We shall consider several cases. Assume first that H is finite dimensional, then the range of V is a finite dimensional subspace of H ⊗ K, with same dimension as H. If K is finite dimensional then H ⊗ (K C|f0 i) is o ...
... We now wish to extend the operator V into a unitary operator from H ⊗ K to H ⊗ K. We shall consider several cases. Assume first that H is finite dimensional, then the range of V is a finite dimensional subspace of H ⊗ K, with same dimension as H. If K is finite dimensional then H ⊗ (K C|f0 i) is o ...
QUANTUM COMPUTING WITH SUPERCONDUCTORS I: ARCHITECTURES Michael R. Geller Andrew T. Sornborger
... According to the Josephson equations, the classical canonical momentum P = is proportional to the charge Q or to the number of Cooper pairs Q/2e on the capacitor according to P = ~Q/2e. The quantum Hamiltonian can then be written as HJJ = Ec N 2 + U, ...
... According to the Josephson equations, the classical canonical momentum P = is proportional to the charge Q or to the number of Cooper pairs Q/2e on the capacitor according to P = ~Q/2e. The quantum Hamiltonian can then be written as HJJ = Ec N 2 + U, ...
Quantum computing: An IBM perspective
... error probability but is related to how well classical information can be extracted from a qubit. Such an operation is frequently required in QEC. Like F, M must be very close to 1. The community has paid some attention to all of these metrics, and there has been definite progress on all; however, so ...
... error probability but is related to how well classical information can be extracted from a qubit. Such an operation is frequently required in QEC. Like F, M must be very close to 1. The community has paid some attention to all of these metrics, and there has been definite progress on all; however, so ...
