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Friday, October 16, 2020 | History

4 edition of Optimal Observation: From Quantum Mechanics to Signal Analysis (Einstein Meets Magritte: An Interdisciplinary Reflection on Science, Nature, Art, Human Action and Society) found in the catalog.

Optimal Observation: From Quantum Mechanics to Signal Analysis (Einstein Meets Magritte: An Interdisciplinary Reflection on Science, Nature, Art, Human Action and Society)

Optimal Observation: From Quantum Mechanics to Signal Analysis (Einstein Meets Magritte: An Interdisciplinary Reflection on Science, Nature, Art, Human Action and Society)

  • 254 Want to read
  • 15 Currently reading

Published by Springer .
Written in English

    Subjects:
  • Quantum physics (quantum mechanics),
  • Philosophy,
  • Sociology,
  • Philosophy & Social Aspects,
  • Social Science / General,
  • General

  • Edition Notes

    ContributionsDiederik Aerts (Editor), Sven Aerts (Editor)
    The Physical Object
    FormatHardcover
    ID Numbers
    Open LibraryOL11634075M
    ISBN 101402045050
    ISBN 109781402045059
    OCLC/WorldCa144521614

    @article{osti_, title = {Perspectives for laboratory implementation of the Duan-Lukin-Cirac-Zoller protocol for quantum repeaters}, author = {Mendes, Milrian S. and Felinto, Daniel}, abstractNote = {We analyze the efficiency and scalability of the Duan-Lukin-Cirac-Zoller (DLCZ) protocol for quantum repeaters focusing on the behavior of the experimentally accessible . Background. The kinetic isotope effect is considered to be one of the most essential and sensitive tools for the study of reaction mechanisms, the knowledge of which allows the improvement of the desirable qualities of the corresponding example, kinetic isotope effects can be used to reveal whether a nucleophilic substitution reaction follows a unimolecular (S N 1) or .

    The atomic coherence thus produced is shown to be able to be mapped onto the CEP-dependent signal of quantum beats (and other quantum-interference phenomena) and hence might be used to extract information about and ultimately to measure the carrier-envelope phase.}, doi = {/PHYSREVA}, journal = {Physical Review. Operationalism is based on the intuition that we do not know the meaning of a concept unless we have a method of measurement for it. It is commonly considered a theory of meaning which states that “we mean by any concept nothing more than a set of operations; the concept is synonymous with the corresponding set of operations” (Bridgman , 5).

    Lagrangian mechanics are better when there are lots of constraints. The more the constraints, the simpler the Lagrangian equations, but the more complex the Newtonian become. Lagrangian mechanics is not very suited for non-ideal or non-holonomic systems, such as systems with friction. Lagrangian mechanics is also much more extensible. Foundations of Quantum Mechanics, an Empiricist Approach. By Willem M. de Muynck. Kluwer Academic Publishers, Dordrecht/Boston/London, , xxiv+ pp., ISBN


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Optimal Observation: From Quantum Mechanics to Signal Analysis (Einstein Meets Magritte: An Interdisciplinary Reflection on Science, Nature, Art, Human Action and Society) Download PDF EPUB FB2

The book covers the content of a typical higher undergraduate course of the theory of Quantum Mechanics. The focus is on the general principles of quantum mechanics and the. Quantum Inspired Computational Intelligence: Research and Applications explores the latest quantum computational intelligence approaches, initiatives, and applications in computing, engineering, science, and business.

The book explores this emerging field of research that applies principles of quantum mechanics to develop more efficient and. Physics Stack Exchange is a question and answer site for active researchers, academics and students of physics.

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Signal Processing. This framework, which we call optimal uncertainty quantification (OUQ), is based on the observation that, given a set of assumptions and information about the problem, there exist optimal bounds on uncertainties: these are obtained as values of well-defined optimization problems corresponding to extremizing probabilities of failure, or of Cited by:   The quantum mechanical description of this dipolar magnet is analogous to classical mechanics of spinning objects, where the dipole is a bar magnetic with magnetic poles aligned along its axis of rotation.

3 Nuclei that possess spin can be excited with magnetic fields in short pulses, whereby the absorption of energy via the nucleus causes a Cited by: 1. The signal analysis algorithm, however, constructs statistics for events on the a 1 or a 2 signal lines and for the EOM signal line A being either 0 or 1: we cannot make joint measurements of the occurrence of events on the a 1 signal line when the EOM signal line A is both 0 and 1, so such statistics may well have to be modeled by noncommuting Author: Peter Morgan.

Vol Issue 1, January ISSN: (Print) An Operational Characterization for Optimal Observation of Potential Properties in Quantum Theory and Signal Analysis. Sven Aerts Pages OriginalPaper.

Covariance and Quantum Logic. Antennas make modern communication possible from mobile phones to Wi-Fi. They also make our communities safer by supporting emergency, law enforcement and national security efforts.

Even though they are vital to our way of life, we rarely hear about antenna advancements. In this episode, we’re talking to an SwRI electrical engineer who helped develop a sophisticated. Quantum quasi-Markov processes in eventum mechanics dynamics, observation, filtering and control Article in Quantum Information Processing 12(3) March with 15.

connections with analogous notions of distance in Quantum mechanics to compare density ma-trices. We introduce two formulations of matrix-valued Monge-Kantorovich optimal mass trans-port (OMT) problem. In the first formulation, we use a notion of non-positive transportation plan and we show that the induced Wasserstein metric is weakly continuous.

In further contrast to classical measurements, quantum mechanics also sets limits on the amount of unavoidable noise that must be added to a readout signal by a detector or an amplifier. 45 Today Cited by: In quantum mechanics, the uncertainty principle (also known as Heisenberg's uncertainty principle) is any of a variety of mathematical inequalities asserting a fundamental limit to the precision with which the values for certain pairs of physical quantities of a particle, such as position, x, and momentum, p, can be predicted from initial conditions.

This paper provides an introduction to quantum filtering theory. An introduction to quantum probability theory is given, focusing on the spectral theorem and the conditional expectation as a least squares estimate, and culminating in the construction of Wiener and Poisson processes on the Fock by: 3 Quantum Algorithms and Applications.

A bedrock of the field of algorithms lies in the principle that the total number of computational steps required to solve a problem is (roughly) independent of the underlying design of the computer—remarkably, to a first approximation what is designated a single step of computation is a matter of convenience and does not change the total time to.

Smolins book, Time Reborn, covers much the same ground as Adam Franks book, About Time, telling the story of why classical physics banished time and (unlike Frank) why it needs to be considered as real. He is in definite opposition to Newton and Einsteins expulsion of time from physics in their absolute and block universes/5().

An inverse problem in science is the process of calculating from a set of observations the causal factors that produced them: for example, calculating an image in X-ray computed tomography, source reconstruction in acoustics, or calculating the density of the Earth from measurements of its gravity is called an inverse problem because it starts with the effects and then.

IGW B-mode signal is identi ed even after multifrequency component separation. While the gravitational-wave signal is expected to be Gaussian, the B modes from dust contami-nation are should be highly non-Gaussian (as are the lensing-induced B modes; in fact it is their characteristic non-Gaussianity that allows them to be delensed).File Size: 6MB.

This book, provides a general introduction to the ideas and methods of statistical mechanics with the principal aim of meeting the needs of Master’s students in chemical, Available Formats: eBook Hardcover Softcover.

And among the phenomena predicted by non-relativistic quantum mechanics are all of the classic “quantum phenomena”: 2-slit interference, violations of Bell’s inequality for arbitrarily distant experiments, “delayed choice”, quantum erasers, teleportation, and the entirety of the field of quantum computation.

This is where quantum mechanics was born. These signaling effects are compounded when we advocate a diet or a modern lifestyle that also allows for more energy losses.

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The Hamiltonian H specifies the energy levels and time evolution of a quantum theory. A standard axiom of quantum mechanics requires that H be Hermitian because Hermiticity guarantees that the energy spectrum is real and that time evolution is unitary (probability-preserving).

This paper describes an alternative formulation of quantum mechanics in which Cited by: The book treats a broad range of topics in the theory and applications of large deviations.

In the approach taken in the book, Laplace principles, methods of weak convergence, and stochastic control representations take center stage.

In this short course I will present some of the main ideas and key features of this approach. References: 1.

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