Linear algebra and the fundaments of quantum theory
Fundamental quantum theory formulations using axioms of linear algebra
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Fundamental quantum theory formulations using axioms of linear algebra
Quantum theory of thermogalvanomagnetic phenomena in metals and semiconductors
Quantum theory of laser having only single-mode oscillation and ignoring atomic motion and spatial variations in cavity mode
Quantum theory of laser having only single-mode oscillation and ignoring atomic motion and spatial variations in cavity mode
We show that an alternative quantum theory proposed by Stapp directly violates Einstein casuality.
Quantum theory of thermogalvanomagnetic phenomena in metals and semiconductors - heat density and electric currents
Quantum theory of thermogalvanomagnetic phenomena in metals and semiconductors - heat flux and space density
A quantum theory of laser-stimulated desorption (LSDE) is presented and critically analyzed. It is shown how LSDE depends on laser-pulse characteristics and surface-lattice dynamics. Predictions of the theory for a Debye model of the lattice dynamics are compared to recent experimental results.
Quantum theory of optical maser, calculating laser radiation spectrum from two time correlation function derived from equations of motion
Quantum theory of density corrections to gaseous transport coefficients
Time dependent phenomena in nonrelativistic quantum theory treated by evolution operator technique
Quantum theory of molecular or atomic spontaneous emission while simultaneously undergoing stimulated emissions or absorptions
Symmetrical formulation of quantum theory of three wave optical parametric interactions in crystals
Quantum theory of an electron gas with anomalous magnetic moments in intense magnetic fields
Quantum theory of electron gas with anomalous magnetic moments in intense magnetic fields, noting pair creation from thermodynamic energy in system
It is shown that in Dirac's version of the quantum theory of gravitation, the Hamiltonian constraints are greatly redundant. If the Hamiltonian constraint condition is satisfied at one point on the underlying, closed three-dimensional manifold, then it is automatically satisfied at every point, provided only that the momentum constraints are everywhere satisfied. This permits one to replace the usual infinity of Hamiltonian constraints by a single condition which may be taken in the form of an integral over the manifold. Analogous theorems are given for the classical Einstein Hamilton-Jacobi equations.
Quantum theory of particle-harmonic oscillator collision applied to gas-surface interactions at cryogenic temperatures
The transient behavior of a laser is discussed using the quantum theory as did Scully and Lamb. The formal solution of the density-matrix equation is expressed in terms of exponentially decaying eigenmodes. Some of the lower decay constants are obtained numerically. The equations for the moments of the density matrix are then derived and solved by a truncation method. The equations of motion are integrated numerically for the case where the average number of photons in a laser cavity has the realistically large value 1.3 x 100,000. An alternative Fokker-Planck-equation approach is discussed.