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Logic of Quantum Mechanics
Logic of Quantum Mechanics

The Superposition Principle in Quantum Mechanics
The Superposition Principle in Quantum Mechanics

From wave functions to quantum fields
From wave functions to quantum fields

... where we applied successively, k k = 1, l Tr(AB) = Tr(BA), µ ⌫ + ⌫ µ = 0 and k k = 1. l µ So, Tr( ) = 0. But the trace of a matrix is equal to the sum of its eigenvalues. Since 0 0 =1, l the eigenvalues of 0 are ±1. Similarly, the eigenvalues of k are ±i. The trace being 0, there must be as many pos ...
- City Research Online
- City Research Online

Quantum Imaging beyond the Diffraction Limit by
Quantum Imaging beyond the Diffraction Limit by

... which is the marginal centroid probability distribution, hereafter denoted as pm ðXÞ. The minimum feature size of the marginal centroid probability distribution is similarly limited by the bandwidth of the total momentum jKj  2N sin=, and can therefore also reach the de Broglie length scale =N ...
On realism and quantum mechanics
On realism and quantum mechanics

... that photon ν1 passes through A and photon ν2 passes through B without considering the details of the experiment. The usual interpretation is (QM1 ) A Before the measurement, the photons of each pair do not possess a definite value of the polarization. (QM1 ) B Therefore, the photons pairs produced b ...
can life explain quantum mechanics?
can life explain quantum mechanics?

Quantum Teleportation Between Discrete and Continuous
Quantum Teleportation Between Discrete and Continuous

A high-speed tunable beam splitter for feed
A high-speed tunable beam splitter for feed

... EOMs Voltage / Volts. Fig. 3. (Color online.) Demonstration of the tunable and polarization-independent feedforward operation of a single-qubit gate of path-encoded qubits. Experimental results for A horizontally and B +45◦ polarized input single photons. The black squares (red circles) are the valu ...
Spectrum analysis with quantum dynamical systems
Spectrum analysis with quantum dynamical systems

... Recent technological advances, especially in optomechanics [1], suggest that quantum noise will soon be the major limiting factor in many metrological applications [2]. Many tasks in optomechanics force sensing, including thermometry, estimation of stochastic gravitational-wave background [3,4], and ...
Why we do quantum mechanics on Hilbert spaces
Why we do quantum mechanics on Hilbert spaces

... mathematics of Hilbert spaces and operators on them. What in experiment suggests the specific form of quantum mechanics with its “postulates”? Why should measurable quantities be represented by operators on a Hilbert space? Why should the complete information about a system be represented by a vecto ...
Entangled Bell states of two electrons in coupled quantum dots
Entangled Bell states of two electrons in coupled quantum dots

... trapped ions, Rydberg atoms, and cavity. Semiconductor quantum dots have their own advantages as a candidate of the basic building blocks of solid state based quantum logic devices, due to the existence of an industrial base for semiconductor processing and the ease to integration with existing devi ...
Unit 1 Worksheets
Unit 1 Worksheets

Spin Flips and Quantum Information for Antiparallel Spins
Spin Flips and Quantum Information for Antiparallel Spins

Derivation of new quantum hydrodynamic equations using entropy
Derivation of new quantum hydrodynamic equations using entropy

A Quantum Version of The Spectral Decomposition Theorem of
A Quantum Version of The Spectral Decomposition Theorem of

majorization and quantum entanglement
majorization and quantum entanglement

... It will be convenient, however, to rst study the in uence of majorization in the context of mixing of quantum states. This, apart from helping us understand certain restrictions on quantum measurements, will also provide an extra result that can be applied to design local conversion strategies. Thu ...
1203.3054v2
1203.3054v2

... approximate cloning. Imperfect or approximate 1-to-2 optimal quantum cloners have been shown to exist [10, 11] and the results have been generalized to 1-to-M cloning [12]. An expression for the maximum fidelity of N-to-M cloning of qudits has been found [13], and corresponding cloners have been obt ...
Word
Word

... - Because spin is conserved, when a pion 0 decays, the total spin of the electron eand positron e+ it decays into must add up to the spin of the original pion 0 = 0 - if the electron e- has spin up = +1/2, then the positron e+ must have spin down = -1/2 and visa versa ...
Information measures of hydrogenic systems, Laguerre polynomials
Information measures of hydrogenic systems, Laguerre polynomials

On Quantum Nonseparability - Philsci
On Quantum Nonseparability - Philsci

... violates the conception of separability.1 The source of its defiance is due to the tensorproduct structure of Hilbert-space quantum mechanics and the superposition principle of states. As a means of facilitating the discussion, we shall mostly consider in the sequel the simplest case of a compound s ...
Wigner functions - Statistical Physics and Theory of Chaos
Wigner functions - Statistical Physics and Theory of Chaos

... the momentum variable. Although straightforward, the momentum distribution is difficult to visualize if one only has ␺共x兲. It would be desirable to have a function that displays the probability distribution simultaneously in the x and p variables. The Wigner function, introduced by Wigner in 1932,1 ...
Kondo, Fano and Dicke effects in side quantum dots
Kondo, Fano and Dicke effects in side quantum dots

Quantum Scholasticism: On Quantum Contexts, Counterfactuals
Quantum Scholasticism: On Quantum Contexts, Counterfactuals

quantum computing (ppt, udel.edu)
quantum computing (ppt, udel.edu)

... 8. Since the two registers are entangled, measuring the output register will have the effect of partially collapsing the input register into an equal superposition of each state between 0 and q-1 that yielded c (the value of the collapsed output register.) Since the output register collapsed to |1>, ...
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Density matrix

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