Pages that link to "Item:Q700421"
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The following pages link to There do not exist minimal algebras between \(C^*(X)\) and \(C(X)\) with prescribed real maximal ideal spaces (Q700421):
Displaying 8 items.
- Algebras between \(C^*(X)\) and \(C(X)\) that are closed under countable composition (Q700423) (← links)
- \(A\)-compactness and minimal subalgebras of \(C(X)\) (Q812477) (← links)
- Intermediate algebras between \(C^*(X)\) and \(C(X)\) as rings of fractions of \(C^*(X)\) (Q1356954) (← links)
- Intersections of maximal ideals in algebras between \(C^*(X)\) and \(C(X)\) (Q1807577) (← links)
- Joincompact spaces, continuous lattices and \(C^*\)-algebras (Q1966125) (← links)
- Notes on a class of ideals in intermediate rings of continuous functions (Q2196443) (← links)
- (Q4531324) (← links)
- R-P-spaces and subrings of C(X) (Q5012847) (← links)
