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has gloss | eng: In functional analysis, a state on a C*-algebra is a positive linear functional of norm 1. The set of states of a C*-algebra A, sometimes denoted by S(A), is always a convex set. The extremal points of S(A) are called pure states. If A has a multiplicative identity, S(A) is compact in the weak*-topology. |
lexicalization | eng: state |
instance of | e/Ƒ(x) |
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Castilian | |
has gloss | spa: En análisis funcional, un estado en una C-estrella-álgebra es una funcional lineal positiva de norma 1. |
lexicalization | spa: Estado |
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