Quantum Dynamics and Kinematics from a Statistical Model Selected by the Principle of LocalityReconstruction of quantum mechanics from a statistical modelPhysical meaning of quantization and Planck constantPrinciple of Local CausalityMacroscopic ClassicalityQuantum mechanics predicts correlation between spacelike ...
and much more powerful formalism is taken immediately, followed by reviews of quantum kinematics and quantum dynamics. The important standard examples (force-free motion, constant force, harmonic oscillator, hydrogen-like atoms) are then treated in considerable detail, whereby a nonstandard perspective ...
Description of a field, whether classical or quantum, involves analytically three elements namely its phenomenology, its kinematics, and its dynamics. In specific, phenomenology is statement of what mathematically the observables of the field are and what their physical interpretations are. Kinematics ...
An anyon gas is a quantum system consisting of a large number of such particles subject to a fixed class of exchange symmetries, which is dependent on the specific underlying kinematics and dynamics of the quantum systems from which it emerged. The study of the behavior of the proper anyon ...
D. Kinematics and dynamics in noninertial quantum frames of reference. J. Phys. A: Math. Theor. 45, 465306 (2012). ADS MathSciNet MATH Google Scholar Loveridge, L., Busch, P. & Miyadera, T. Relativity of quantum states and observables. EPL (Europhys. Lett.) 117, 40004 (2017). ...
Kinematics and Dynamics Coordinate Representation and Applications Momentum Representation and Applications The Harmonic Oscillator Angular Momentum State Preparation and Determination Measurement and the Interpretation of States Formation of Bound States
Galaxy : kinematics and dynamicsGalaxy : structureThis paper concerns the absolute versus relative motion debate. The Barbour and Bertotti (1982) work may be viewed as an indirectly set up relational formulation of a portion of Newtonian mechanics. I consider further direct formulations of this and...
The kinematics and dynamics of the Heisenberg model of magnetism is reviewed from the point of view of combinatorics. The general scheme of the duality of Weyl is presented at two levels: (i) the total space of all quantum states of the magnet, (ii) the subspace with the definite number ...
1.1 Causality and determinism 1.2 Bell’s inequality: No hidden determinism 1.3 Remarks on terminology 2. Kinematics: How Quantum Systems are Described 2.1 Stern–Gerlach experiment 2.2 Successive Stern–Gerlach measurements 2.3 Order matters 2.4 Mathematization ...
But in the end all these are based on the linearities of quantum kinematics (the Hilbert space) and dynamics (Schrödinger's equation). And this linearity is also the basis for entanglement, which appears when one introduces linear combinations of product states. Hence, intuitively one feels ...