Showing papers on "Quantum geometry published in 1969"
41 citations
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TL;DR: In this paper, it was shown that the point spectrum of internal symmetries is always symmetric, provided the intersection of all local subalgebras is trivial, and it is shown that internal symmetric point spectrum is a group of classes of symmetric points.
Abstract: It is shown that the point spectrum of internal symmetries is always symmetric. It is a group provided the intersection of all local subalgebras is trivial.
6 citations
TL;DR: In this paper, it is shown that it is possible to reformulate Schrödinger quantum mechanics in terms of a two fluid phase space or velocity space struc-ture.
Abstract: Abstract In a recent paper 1 , the present author has shown that it is possible to reformulate Schrödinger quantum mechanics in terms of a two fluid phase space or velocity space struc-ture. The distribution which has played a central role in this work, except that the function y(ri, r2) has not before now been introduced into its prescription, has the form m (x, 11 vi, ^2) =
2 citations