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J.M. Maldacena
J.M. Maldacena

Can Bohmian Mechanics Be Made Background Independent?
Can Bohmian Mechanics Be Made Background Independent?

... in a relativistic context, no geometrical object is needed over and above a single 4- dimensional semi-Riemannian metric in order to describe the metrical properties of spacetime.5 The second key requirement is the absence of spatiotemporal structures that act as backgrounds (we will call this featu ...
Gauge Theory and the Jones Polynomial
Gauge Theory and the Jones Polynomial

PDF
PDF

... Hilbert space. There we showed that the capacity region of the three-party superdense coding channel is defined by the set of rates satisfying the bounds in (5). Second, we studied the capacity of the quantum optical MAC. For coherentstate encoding—i.e., for classical-light source transmitters—we de ...
Chapter 5 : Electrons in Atoms
Chapter 5 : Electrons in Atoms

Document
Document

... Let’s assume we can locate the electron using a powerful light microscope. Light scatters off the electron and is detected in the microscope. However, some of the momentum is transferred and observing the electron means we can only determine its note ħ = h/(2) velocity (momentum) with limited accur ...
A Quantum Algorithm for Finding a Hamilton Circuit
A Quantum Algorithm for Finding a Hamilton Circuit

Geometric phases and cyclic isotropic cosmologies
Geometric phases and cyclic isotropic cosmologies

... where a(η) ≡ a(t(η)) is the scale factor in the new coordinate. As a simplifying assumption, we consider a scale factor a(t) which oscillates according to a local time and that a(t) > 0 as considered in many nonsingular bouncing cosmology models [7, 10, 13], and that can be expanded in Fourier serie ...
Quantum kinetic theory for a condensed bosonic gas
Quantum kinetic theory for a condensed bosonic gas

... contains an overwhelming amount of data and it is the objective of quantum-statistical mechanics to extract the relevant information from a data subset as small as possible. Such a minimal description then leads to a coarse grained picture of the behavior of the system. The effects of coarsegraining ...
Mechanics Course Code: Credit Units:05
Mechanics Course Code: Credit Units:05

142.091 Particle Physics Concepts and Experimental Tests
142.091 Particle Physics Concepts and Experimental Tests



... and that this problem can be reduced into two spin ...
slides - University of Colorado Boulder
slides - University of Colorado Boulder

... “The simulations were the best part of class, they practically answer physics questions all by themselves. I would recommend continuing to develop these and add more. Without these I think I would have been lost in the course.” “I definitely not only enjoyed the simulations, but I'd go as far to say ...
ECE2 The Second Paradigm Shift Chapter Five
ECE2 The Second Paradigm Shift Chapter Five

... In UFT333 it is shown that the ECE2 hamiltonian can be quantized using at least four different classification schemes, each leading to different spectral results. The method used by Dirac is a subjective choice of approximation. The schemes in UFT333 are illustrated with rigorous quantization of the ...
Stochastic Schrödinger equations
Stochastic Schrödinger equations

Is there a problem with quantum wormhole states in N= 1
Is there a problem with quantum wormhole states in N= 1

... momenta conjugate to the dynamical variables listed above in the usual way. The constraint generators are functions of the basic dynamical variables. For the gravitino and spin- 12 fields, the canonical momenta give second-class constraints. These are eliminated when Dirac brackets are introduced [2 ...
Fulltext PDF - Indian Academy of Sciences
Fulltext PDF - Indian Academy of Sciences

... in the 19th century that systematic quantitative studies on magnetism were undertaken, notably by Faraday, Guoy and Pierre Curie. Magnetic materials were then classified as dia, para and ferromagnetics. Theoretical understanding of these phenomena required inputs from two sources, (1) electromagneti ...
Does an Emphasis on the Concept of Quantum States Enhance
Does an Emphasis on the Concept of Quantum States Enhance

M15/12 - University of Denver
M15/12 - University of Denver

CDF @ UCSD Frank Würthwein Computing (finished since 8/2006
CDF @ UCSD Frank Würthwein Computing (finished since 8/2006

... • Local Phase Symmetry of Lagrange Density leads to the interaction terms, and thus a massless boson propagator. – Philosophically pleasing … – … and require to keep theory renormalizable. ...
Quantum cobordisms and formal group laws
Quantum cobordisms and formal group laws

... the well-known fact that for i = 1, ..., n, the class ψi on M0,n+1 does not coincide with the pull-back ft∗n+1 (ψi ) of its counterpart from M0,n but differs from it by the class of the divisor σi (M0,n). The family of “monotone functions” in (1) can alternatively be viewed as a family of quadratic ...
3D quantum mechanics, hydrogen atom
3D quantum mechanics, hydrogen atom

pdf
pdf

... of the reaction force due to radiation emitted by an accelerating charged particle. Abraham argued that the photon inside the medium would have a lower velocity and lower momentum, the medium itself absorbing the difference. In classical terms, Abraham’s momentum is ∫ d3x E × H, or in quantum terms ...
PDF
PDF

... where the factor M in the exponential is a peculiar signature of the energy entanglement. The value of T⊥ for the state |ent  is given by the smallest time t  0 for which P(t) = 0, i.e.√T⊥ = 2π/(N Mω0 ). This quantity is smaller by a factor ∼ M than what it would be for homogeneous separable pure ...
- Philsci
- Philsci

... molecules be dissociated before a measurement has been made? Or must a human being observe the result? No precise answer is forthcoming. (b) OQT is ambiguous, in that if the measuring process is treated as a measurement, the outcome is in general probabilistic, but if this process is treated quantu ...
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Canonical quantization

In physics, canonical quantization is a procedure for quantizing a classical theory, while attempting to preserve the formal structure, such as symmetries, of the classical theory, to the greatest extent possible.Historically, this was not quite Werner Heisenberg's route to obtaining quantum mechanics, but Paul Dirac introduced it in his 1926 doctoral thesis, the ""method of classical analogy"" for quantization, and detailed it in his classic text. The word canonical arises from the Hamiltonian approach to classical mechanics, in which a system's dynamics is generated via canonical Poisson brackets, a structure which is only partially preserved in canonical quantization.This method was further used in the context of quantum field theory by Paul Dirac, in his construction of quantum electrodynamics. In the field theory context, it is also called second quantization, in contrast to the semi-classical first quantization for single particles.
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