271, 31 (2000) .
... of incorrect one. In fact, this result is a special case of that we have derived in w23x. In Ref. w23x, we have consider two possible ways in which an attempt to discriminate between non-orthogonal states can fail, by giving either an erroneous or an inconclusive result. Above strategy just gives an ...
... of incorrect one. In fact, this result is a special case of that we have derived in w23x. In Ref. w23x, we have consider two possible ways in which an attempt to discriminate between non-orthogonal states can fail, by giving either an erroneous or an inconclusive result. Above strategy just gives an ...
Powerpoint 8/10
... What is their maximum probability of winning? Same as before. Why? Fix the random numbers. Run the protocol. Probability of winning will be less than ¾. Average over the random numbers. No help. Probability of winning is at most ¾. Probability of winning is at most ¾ ...
... What is their maximum probability of winning? Same as before. Why? Fix the random numbers. Run the protocol. Probability of winning will be less than ¾. Average over the random numbers. No help. Probability of winning is at most ¾. Probability of winning is at most ¾ ...
authentication with quantum smart-card
... 2. The quantum entanglement for the smart-card A scheme of the QC smart-card with the quantum entanglement is given in Fig.1. Here the solid line presents the quantum channel (optical fiber), the double dotted line presents the electric connection from the photocell source and signal connection with ...
... 2. The quantum entanglement for the smart-card A scheme of the QC smart-card with the quantum entanglement is given in Fig.1. Here the solid line presents the quantum channel (optical fiber), the double dotted line presents the electric connection from the photocell source and signal connection with ...
Quantum Computing
... make a Qbit. The majority of problems dealing with quantum hardware involve creating and maintaining a Qbit. There are many different ways a Qbit can be created, and the only real restriction is that you need something that can be in a superpositon of states [3]. Current physical implementations are ...
... make a Qbit. The majority of problems dealing with quantum hardware involve creating and maintaining a Qbit. There are many different ways a Qbit can be created, and the only real restriction is that you need something that can be in a superpositon of states [3]. Current physical implementations are ...
CS286.2 Lectures 5-6: Introduction to Hamiltonian Complexity, QMA
... Theorem 11. (Kempe-Kitaev-Regev) 2 − LHa,b is QMA-complete for some a = 2− poly(n) and b = 1/ poly(n). The first result along these lines came from Kitaev, who showed that 5 − LH is QMA-complete. We shall show a slightly weaker version of the theorem, which will contain all the key ideas: Theorem 12 ...
... Theorem 11. (Kempe-Kitaev-Regev) 2 − LHa,b is QMA-complete for some a = 2− poly(n) and b = 1/ poly(n). The first result along these lines came from Kitaev, who showed that 5 − LH is QMA-complete. We shall show a slightly weaker version of the theorem, which will contain all the key ideas: Theorem 12 ...
Quantum Statistical Response Functions
... isolated molecules. • We will have to decide how to describe a quantum system statistically rather than by specifying its wavefunction. • We will have to describe the time dependent interaction with the external perturbing agent and the subsequent influence of this perturbation on the properties of ...
... isolated molecules. • We will have to decide how to describe a quantum system statistically rather than by specifying its wavefunction. • We will have to describe the time dependent interaction with the external perturbing agent and the subsequent influence of this perturbation on the properties of ...
The Physical Implementation of Quantum Computation David P. DiVincenzo
... 2. The ability to initialize the state of the qubits to a simple fiducial state, such as |000...i This arises first from the straightforward computing requirement that registers should be initialized to a known value before the start of computation. There is a second reason for this initialization r ...
... 2. The ability to initialize the state of the qubits to a simple fiducial state, such as |000...i This arises first from the straightforward computing requirement that registers should be initialized to a known value before the start of computation. There is a second reason for this initialization r ...
QUANTUM SUPERPOSITION PRINCIPLE
... except that the quantities are complex numbers called amplitudes instead of positive real numbers called probabilities. The superposition principle says that the way to describe the world is to assign such a complex number to every possible situation, and that the way to describe how things change i ...
... except that the quantities are complex numbers called amplitudes instead of positive real numbers called probabilities. The superposition principle says that the way to describe the world is to assign such a complex number to every possible situation, and that the way to describe how things change i ...
Transport properties of quantum-classical systems
... quantum-classical time evolution of the operators and sampling based on the spectral density that retains the full quantum equilibrium structure. The structure of the propagator in this correlation function expression is reminiscent of that in the forward-backward influence functional technique,15 a ...
... quantum-classical time evolution of the operators and sampling based on the spectral density that retains the full quantum equilibrium structure. The structure of the propagator in this correlation function expression is reminiscent of that in the forward-backward influence functional technique,15 a ...
JIA 71 (1943) 0228-0258 - Institute and Faculty of Actuaries
... pression is the measure of the probability that a particle is at a point x in a potential box within a certain critical boundary. Outside this boundary the formula becomes Ce-kx + Dekx, where C, D and k are constants. At the critical boundary the curves have to fit on to each other. The latter curve ...
... pression is the measure of the probability that a particle is at a point x in a potential box within a certain critical boundary. Outside this boundary the formula becomes Ce-kx + Dekx, where C, D and k are constants. At the critical boundary the curves have to fit on to each other. The latter curve ...
Superconducting Circuits and Quantum Computation
... Introduction Superconducting circuits are being used as components for quantum computing and as model systems for non-linear dynamics. Quantum computers are devices that store information on quantum variables and process that information by making those variables interact in a way that preserves qua ...
... Introduction Superconducting circuits are being used as components for quantum computing and as model systems for non-linear dynamics. Quantum computers are devices that store information on quantum variables and process that information by making those variables interact in a way that preserves qua ...
