The algebra generated by physical filters |
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| Authors: | Günter Dähn |
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| Affiliation: | 1. Mathematisches Institut der Universit?t Tübingen, Germany
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| Abstract: | This paper investigates mathematical properties of a finite-dimensional real algebra of linear operators which are generated by an orthomodular lattice of filters in the sense of Mielnik [4]. Properties of filter decomposability and a representation theorem for the vector space underlying the algebra mentioned are derived. |
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