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Quantum Measurement Theory
Quantum Measurement Theory

... knowledge is P (0) = 0.5 = P (1). What happens when we make the measurement and get the result y = 1? Since our prior is uniform, Bayes’ theorem tells us that our posterior is simply the likelihood function (normalized if necessary), and in this case it is already normalized. Our posterior is thus P ...
Quantum Channels - Institut Camille Jordan
Quantum Channels - Institut Camille Jordan

Selection rules for nonradiative carrier relaxation processes in
Selection rules for nonradiative carrier relaxation processes in

... (LO) phonon–induced mixing between the first two electron levels (1e and 2e). These levels are efficiently mixed by the e–LO phonon interaction [24,25], since the energy difference between these levels (∼30 meV) closely resonates with the energy of an LO phonon in these compounds (∼32 meV) [26–29]. ...
An Introduction to Quantum Game Theory
An Introduction to Quantum Game Theory

... will instantly affect the state of the other particle, an example of quantum mechanics’ ‘spooky action at a distance’. (We will discuss entanglement later, in the body of this essay, but essentially two particles are entangled if their wave functions cannot be written as tensor products.) This insta ...
Nuclear lattice model and the electronic configuration
Nuclear lattice model and the electronic configuration

Collapse of Probability Distributions in Relativistic Spacetime
Collapse of Probability Distributions in Relativistic Spacetime

... histories) formulation of Griffiths.15 This is a prescription that tells us to start with a given initial state and then calculate the probabilities for a specified historical time sequence of possible outcomes of measurements. In this calculation the state vector is treated as a tool for constructi ...
Measurement of Quantum Fluctuations in Geometry
Measurement of Quantum Fluctuations in Geometry

Einstein`s impact on the physics of the twentieth century
Einstein`s impact on the physics of the twentieth century

The Violation of Bell Inequalities in the Macroworld
The Violation of Bell Inequalities in the Macroworld

... not the case for the micro-physical Bohm example of coupled spins. Szabo (pers. com.) suggested that the macroscopic violation of Bell inequalities by the vessels of water example does not have the same ``status'' as the microscopic violation in the Bohm example of entangled spins, because events ar ...
Aspects of the Quantum Hall Effect
Aspects of the Quantum Hall Effect

General Properties of Quantum Zero
General Properties of Quantum Zero

Copyright c 2017 by Robert G. Littlejohn Physics 221B Spring 2017
Copyright c 2017 by Robert G. Littlejohn Physics 221B Spring 2017

... mechanics, and random phase assumptions. In this manner one can calculate the rate of emission of radiation (the power emitted) by a system of charged particles, both in the presence of an external field (stimulated emission), and in its absence (spontaneous emission). The argument is tricky and con ...
Observations on Hyperplane: II. Dynamical Variables and
Observations on Hyperplane: II. Dynamical Variables and

... concerning the solutions of the equations of motion. How else to determine whether we've got the equations of motion, themselves, reasonably correct? In the Lorentz covariant domain, relatively moving inertial observers associate their observables at definite times with distinct families of hyperpla ...
Spectral And Dynamical Properties Of Strongly Correlated Systems
Spectral And Dynamical Properties Of Strongly Correlated Systems

Development of semi-classical and quantum tools for the
Development of semi-classical and quantum tools for the

... For nanoscale devices, at high frequency, the main difficulties that have to be taken into account are the role of the displacement current (which imply a proper approximation for the many-body problem) and the assumption that the total quantum current needs to be continuously measured. This thesis ...
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... Department of Physics, Tokyo Metropolitan University, 192-0397 Tokyo, Japan Research Institute for Solid State Physics and Optics, PO Box 49, 1525 Budapest, Hungary Institute for Theoretical Physics, Szeged University, 6720 Szeged, Hungary Received 6 December 2000 and Received in final form 22 Janua ...
Lecture 2: Electronics and Mechanics on the Nanometer Scale
Lecture 2: Electronics and Mechanics on the Nanometer Scale

... degrees of freedom present in the solid. Even though such interactions may be relatively weak they could produce a significant effect on a large enough time scale. The interactions cause dissipation of the mechanical energy and stochastic deviations from the otherwise regular mechanical vibrations ( ...
Quantum Fields on Noncommutative Spacetimes: gy ?
Quantum Fields on Noncommutative Spacetimes: gy ?

Studies in the History of Modern Physics Vol 32 No4...  It is widely, though perhaps not universally, thought that objective... Determinism and Chance
Studies in the History of Modern Physics Vol 32 No4... It is widely, though perhaps not universally, thought that objective... Determinism and Chance

... then he is not correct. We know that there are initial conditions of the universe that together with deterministic dynamical laws entail the truth (or near truth) of thermodynamic generalizations over the history of the universe until now. The trouble is that they don’t entail that these generalizat ...
Lecture notes
Lecture notes

Why We Thought Linear Optics Sucks at Quantum Computing
Why We Thought Linear Optics Sucks at Quantum Computing

Quantum Algorithms for Estimating Gauss Sums and Calculating
Quantum Algorithms for Estimating Gauss Sums and Calculating

... devoted to these topics. In Section 5 of this article we describe a quantum algorithm that, given the specification of the characters χ and e over a finite field Fpr efficiently approximates the corresponding Gauss sum G. Because determining the norm |G| of a Gauss sum is straightforward, our algori ...
Singularity of the time-energy uncertainty in adiabatic perturbation
Singularity of the time-energy uncertainty in adiabatic perturbation

... one, and adiabatic quantum computation10 , an alternative to the quantum circuit model for quantum computing. The adiabatic theorem dictates that as long as a system changes slowly enough, a quantum system starting from an eigenstate would remain in the instantaneous eigenstate of the time-dependent ...
Classical properties of quantum scattering
Classical properties of quantum scattering

... measurements. Otherwise, the quantum wavefunctions and classical waves are determined by very similar equations. Studies of classical wave scattering were initiated by Lord Rayleigh [1] discussing a disturbance (scattering) of acoustic plane waves of sound by obstacles, placed in a propagating unifo ...
Spin Squeezing on an Atomic Clock Transition.
Spin Squeezing on an Atomic Clock Transition.

... e1 (see Fig. 1). Note that the length of the spin vector, ⟨S 2 ⟩ = S(S + 1) (in units of ~) is larger than S, due to the fact that quantum mechanics imposes non-vanishing expectation values ⟨S22 ⟩, ⟨S32 ⟩ for the transverse spin components S2 , S3 . Graphically, the √ CSS thus corresponds to the cir ...
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Interpretations of quantum mechanics

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