Continuing a previous analysis originally motivated by physics, we consider representable states on quasilocal quasi *-algebras, starting with examining the possibility for a compatible family of local states to give rise to a global state. Some properties of local modifications of representable states and some aspects of their asymptotic behavior are also considered. 2011 American Institute of Physics.
Bagarello, F., Trapani, C., Triolo, S. (2011). Representable states on quasilocal quasi *-algebras. JOURNAL OF MATHEMATICAL PHYSICS, 52 [10.1063/1.3530867].
Representable states on quasilocal quasi *-algebras
BAGARELLO, Fabio;TRAPANI, Camillo;TRIOLO, Salvatore
2011-01-01
Abstract
Continuing a previous analysis originally motivated by physics, we consider representable states on quasilocal quasi *-algebras, starting with examining the possibility for a compatible family of local states to give rise to a global state. Some properties of local modifications of representable states and some aspects of their asymptotic behavior are also considered. 2011 American Institute of Physics.
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