A non-spectral representation of shift semigroups.
N. Levan (1993)
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N. Levan (1993)
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C.M. Edwards (1974)
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M. Müller, G. Greiner (1993)
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M. Dickmann, A. Petrovich (2012)
Annales de la faculté des sciences de Toulouse Mathématiques
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The notion of a was introduced in [8] to provide a framework for the investigation of the theory of (diagonal) quadratic forms over commutative, unitary, semi-real rings. In this paper we introduce and study an outstanding class of such structures, that we call (SRS). Our main results are: (i) The existence of a natural functorial duality between the category of SRSs and that of hereditarily normal spectral spaces; (ii) Characterization of the SRSs as the real semigroups whose representation...
Ioana Cioranescu (1976)
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R. de Laubenfels (1986)
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F. Räbiger, R. Schnaubelt (1996)
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F. Andreu, J. Martínez, J.M. Mazón (1991)
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D.C. LAY (1970)
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J.M. Mazon, J. Martinez (1996)
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Erich Marschall (1982)
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