Generalization of Gleason's theorem
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The theorem of Gleason is proved without positivity and separability condition.
KeywordsField Theory Elementary Particle Quantum Field Theory Separability Condition
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- Drake, F. (1974).Set Theory: An Introduction to Large Cardinals. North-Holland Publishing Company, Amsterdam.Google Scholar
- Eilers, M., and Horst, E. (1975). “The Theorem of Gleason for Nonseparable Hilbert Spaces,”International journal of Theoretical Physics,6, 419–424.Google Scholar
- Gleason, A. (1957). “Measures on the Closed Subspaces of a Hilbert space.”Journal of Mathematics and Mechanics,6, 885–893.Google Scholar
- Sakai, S. (1971). “C*-Algebras and W*-Algebras”, inErgebnisse Mathematik und Grenzgebiete. Springer, Berlin.Google Scholar
- Sherstnev, A. N. (1974). “On the concept of charge in non-commutative measure theory,” inProbability Methods and Cybernetics, X–XI, Kazani State University, Kazani, USSR, pp. 68–72 (in Russian).Google Scholar
- Silver, J. (1971). “The Consistency of the GCH with the Existence of a Measurable Cardinal,” in D. Scott, Axiomatic Set Theory.Proceedings of Pure Mathematics,13, 391–396.Google Scholar
- Ulam, S. (1930). “Zur Masstheorie in der allgemeinen Mengenlehre,”Fundamenta Mathematica,16, 140–150.Google Scholar
- Varadarajan, V. (1968).Geometry of Quantum Theory. Van Nostrand, Princeton.Google Scholar
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