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Universal quantum interfaces
Universal quantum interfaces

... cos(␥tG), sin(␥tG). This is the form of the most general minimally disturbing two-outcome measurement on S 关11兴. In Ref. 关6兴, it is shown how one can perform any desired generalized measurement corresponding to Kraus operators 兵 A k 其 by making a series of such two-outcome measurements. An important ...
Quantum Scholasticism: On Quantum Contexts, Counterfactuals
Quantum Scholasticism: On Quantum Contexts, Counterfactuals

Zeno dynamics in quantum open systems
Zeno dynamics in quantum open systems

... measurement projecting on this subspace[3]. QZE is anticipated to have significant applications in protection of quantum states and creation of subspaces from decoherence provided by a variety of sources, which are urgent for robust quantum information processing[4–8]. There are also experimental st ...
Coleman progress - Rutgers Physics
Coleman progress - Rutgers Physics

Chapter 33 Quantum Mechanics The Uncertainty Principle
Chapter 33 Quantum Mechanics The Uncertainty Principle

... THE UNCERTAINTY PRINCIPLE – TIME AND ENERGY In the last chapter we saw that if all particles had a particle-wave nature obeying the de Broglie relationship p = h/λ , then there would be a fundamental restriction to the accuracy with which one could make experimental measurements. This limit is known ...
polarized quantum states
polarized quantum states

... Moreover, to generate the basis set we need only make geometrical rotations or differential phase shifts. Such orbits are of particular interest for experimentalists to implement 3dimensional quantum information protocols, and to demonstrate effects of twophoton interference. It can be shown that th ...
1 Universal entanglement dynamics Quantum Entanglement Growth
1 Universal entanglement dynamics Quantum Entanglement Growth

QUANTUM MATTERS What is the matter? Einstein`s
QUANTUM MATTERS What is the matter? Einstein`s

Here
Here

... Schrödinger’s equation has no built in probabilities; indeed it produces only deterministic results! So where did the probabilities come in? ...
Quantum - National Physical Laboratory
Quantum - National Physical Laboratory

... of research: Quantum Secure Communications, Quantum Metrology, Quantum Sensors, Quantum Simulators and Quantum Computation. The funding will be divided across three national bodies, with £234M earmarked for the Engineering and Physical Sciences Research Council (EPSRC), ...
Highly efficient optical quantum memory with long coherence time in
Highly efficient optical quantum memory with long coherence time in

... The GEM scheme [12,17] uses an atomic medium that is inhomogeneously broadened by a magnetic field gradient. Light is absorbed into the atomic ensemble to create an atomic coherence, which then dephases due to the applied broadening gradient. The reversal of the gradient gives rise to the rephasing ...
Regular Structures
Regular Structures

... • Quantum states and their superpositions are represented by means of a notational device called a ket, written "| >.” • In general the amplitudes are complex numbers (with both a real and an imaginary ...
here - LaBRI
here - LaBRI

Quantum Mechanics - University of Colorado Boulder
Quantum Mechanics - University of Colorado Boulder

... Introductory Remarks: Q.M. is a new (and absolutely necessary) way of predicting the behavior of microscopic objects. It is based on several radical, and generally also counter-intuitive, ideas: 1) Many aspects of the world are essentially probabilistic, not deterministic. 2) Some aspects of the wor ...
A functional quantum programming language
A functional quantum programming language

... input qubit x, returns one of two superpositions of a qubit. We can also easily calculate that applying had twice gets us back where we started by cancelling out amplitudes. An important feature of quantum programming is the possibility to create superpositions which have non-local effects. A simple ...
Number Fluctuations and Phase Diffusion in a Bose
Number Fluctuations and Phase Diffusion in a Bose

Quantum state majorization at the output of bosonic Gaussian
Quantum state majorization at the output of bosonic Gaussian

Charge dynamics and spin blockade in a hybrid double quantum dot
Charge dynamics and spin blockade in a hybrid double quantum dot

... We now investigate spin-related effects in the system, in order to demonstrate unambiguously that the ICT is of even parity. Figure 4(a) displays the ICT as a function of V tg and the magnetic field, B. It shows that the reflectometry signal disappears with an increasing magnetic field and that, abo ...
Quantum Entanglement and Information Quantifier for Correlated
Quantum Entanglement and Information Quantifier for Correlated

Spontaneous emission of an atom in front of a mirror
Spontaneous emission of an atom in front of a mirror

Quantum Machine Learning Algorithms: Read the
Quantum Machine Learning Algorithms: Read the

... has been restricted in all these ways, there’s also a classical algorithm that provides the answer in nearly the same amount of time as HHL. The most they could say was that they couldn’t find such a classical algorithm. The difficulty here is a general one: in quantum algorithms research, we always ...
Environment-assisted quantum control of a solid
Environment-assisted quantum control of a solid

Quantum walk as a generalized measuring device
Quantum walk as a generalized measuring device

Can Mind Affect Matter Via Active Information?
Can Mind Affect Matter Via Active Information?

... ensures that, if we start with the quantum probability distribution, we will end up with the same probability distribution as in standard quantum mechanics. The quantum potential energy does not behave like an additional energy of classical type. It has no external source, but is some form of intern ...
What Has Quantum Mechanics to Do With Factoring?
What Has Quantum Mechanics to Do With Factoring?

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Delayed choice quantum eraser

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