quantum mechanics physics  Quantum Mechanics


    Quantum Mechanics Physics













Quantum Mechanics Physics


Quantum Mechanics

The physics which describes subatomic systems and interactions of elementary particles.

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    Top: Science: Physics: Quantum Mechanics

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  • - An overview of Parity in quantum mechanics and of the ways to break quantum mechanical symmetry.
  • - The portrait of Mona Lisa is scrutinized with reference to quantum mechanics
  • - History and explanation of quantum physics / quantum mechanics.
  • - A qualitative description of the key aspects, including Heisenburg's Uncertainty Principle, wave-particle duality and related theories.
  • - Information about experiments performed in Austria.
  • - A primer for the non-professional interested in learning about the principles of quantum physics without all the math.
  • - The website of the group around Prof. Zeilinger working at the university of Vienna in the field of Quantum Physics.
  • - A collection of quantum mechanic's related sites, with a few metaphysical sites as well.
  • - An overview of work done at Caltech on quantum information dynamics - the study of quantum Information Theory and its application to processes involving the interaction of qubits: the quantum carriers of information
  • - A series of Java applets illustrating solutions to basic problems in this subject.
  • - Visualization and simulation of electron waves propagating through quantum device structures demonstrating solutions to the time-dependent Schroedinger equation
  • - This is the written version of lectures presented at the 17th Symposium on Theoretical Physics covering various topics in quantum optics.
  • - A recent overview of quantum cryptography.
  • - An intuitive description of Feynman's version of quantum mechanics written in poetic language.
  • - This site answers questions about virtual particles.
  • - Pages and Links about Quantum Optics. Created by the group around Anton Zeilinger in Vienna.
  • - An essay on the effects Chaos theory would have on traditional quantum mechanics.
  • - These lectures are intended as an introduction to the technique of path integrals and their applications in physics. The audience is mainly first-year graduate students, and it is assumed that the reader has a good foundation in quantum mechanics.
  • - Article which teaches the basics of quantum mechanics with help of digital videos showing the time evolution of wave packets in various potentials, with interference, tunneling.
  • - A short introduction titled "Quantum communication moves into the unknown" by David Deutsch and Artur Ekert.
  • - A scientific article about a new approach in quantum theory.
  • - A qualitative introduction to the process by which quantum-mechanical interference effects get destroyed through the random influences of the environment. Includes Java simulation of a dissipative bath.
  • - A survey of quantum mechanics from the Stanford Encyclopedia of Philosophy.
  • - A set of notes on fermions and bosons, including a review of angular momentum in quantum mechanics.
  • - Describes Quantum Entanglement without mathematics, starting from first principles.
  • - This monthly virtual journal contains articles that have appeared in one of the participating source journals and that fall within a number of contemporary topical areas in quantum information.
  • - Includes a basic introduction to what this theory is, and links to relevant journal and magazine articles.
  • - A collection of articles explaining basic concepts in quantum mechanics.
  • - A set of lectures and reports outlining methods of teaching introductory quantum mechanics to a wide range of students.
  • - This page is intended to give an ordinary person a brief overview of the importance and wonder of quantum mechanics.
  • - A short article from the USENET Physics FAQ.
  • - Application-oriented research at NTNU, Trondheim and Telenor, Oslo
  • - We give a selfcontained introduction to the theory of quantum groups according to Drinfeld highlighting the formal aspects as well as the applications to the Yang-Baxter equation and representation theory. Introductions to Hopf algebras, Poiss
  • - Describes some basic concepts of quantum physics.


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