What is In quantum mechanics: Definition and 256 Discussions

In quantum physics, a measurement is the testing or manipulation of a physical system in order to yield a numerical result. The predictions that quantum physics makes are in general probabilistic. The mathematical tools for making predictions about what measurement outcomes may occur were developed during the 20th century and make use of linear algebra and functional analysis.
Quantum physics has proven to be an empirical success and to have wide-ranging applicability. However, on a more philosophical level, debates continue about the meaning of the measurement concept.

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  1. J

    Exploring Photons in Quantum Mechanics

    I was just thinking how photons fit into QM, I've heard people speak of "photon wavefunctions". In particular I am wondering whether its bound by the Uncertainty priciple, I guess it can't be... since we know its exact velocity (i.e delta(x) = 0, at least in a 1-d case =P) how could we...
  2. S

    Hidden Variables in Quantum Mechanics

    I've always though of particles in the following sense: If you do NOT measure/decohere a particle in some way, it exists ONLY as a probability wave--there is no "actual" number for each of its unknown quantity, just a probability of what it will be. There are no "hidden variables" that we...
  3. Loren Booda

    The essential participator in quantum mechanics and cosmology

    Newton was separate from his clockwork universe; in the last century we have realized that we experimenters really subjectify the outcome of our experiment by attempting to exclude ourselves from it. Both quantum mechanics and cosmology involve an observer who participates by disturbing an...
  4. P

    Exploring the Paradox of Time in Quantum Mechanics

    As in quantum mechanics a photon can find itself at 2 different places at the same time, does time then exists at that level ?
  5. E

    Basic understanding in quantum mechanics for high school

    Hi, I am a high school student, and I am planning on going into quantum computers as a profession. However I have failed so far to find any resources or teachers, organized in any fashion to help me to get a head start on the subject before I have to tackle it in college. I feel it is very...
  6. P

    Why is d<xp>/dt = (i/hbar)<[H,xp]> = 0 for a stationary state?

    There's a problem in Liboff's text "Introductory Quantum Mechanics - 3rd Ed." On page 176 problem 6.12 states "A particle moving in one dimension interacts with a potential V(x). In a stationary state of this system show that (1/2) <x dV/dx > = <T> where T = p^2/2m is the kinetic...
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