Pages that link to "Item:Q3977221"
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The following pages link to Towards a Functional Calculus for Subnormal Tuples: The Minimal Normal Extension (Q3977221):
Displaying 17 items.
- On the multiplication tuples related to certain reproducing kernel Hilbert spaces (Q317815) (← links)
- On the essential commutant of analytic Toeplitz operators associated with spherical isometries (Q549661) (← links)
- On subnormal operators whose spectrum are multiply connected domains (Q554279) (← links)
- On the intertwining of \(\partial{\mathcal{D}}\)-isometries (Q841660) (← links)
- A commutator formula for subnormal tuples of operators (Q895749) (← links)
- Hypercyclic tuples of operators and somewhere dense orbits (Q933469) (← links)
- The minimal normal extension problem for subnormal operators (Q1071233) (← links)
- Subnormal tuples quasi-similar to the Szegö tuple (Q1122760) (← links)
- Trace formulas for a class of subnormal tuples of operators (Q1316483) (← links)
- A remark on the spectral multiplicity of normal extensions of commuting subnormal operator tuples (Q1804046) (← links)
- On the duals of subnormal tuples (Q1824180) (← links)
- On pure subnormal operators with finite rank self-commutators and related operator tuples (Q1906519) (← links)
- \(A\)-isometries and Hilbert-\(A\)-modules over product domains (Q2148585) (← links)
- Toeplitz projections and essential commutants (Q2347829) (← links)
- Inner functions and spherical isometries (Q3020375) (← links)
- On a Minimal Normal Dilation Problem (Q4306005) (← links)
- \(A\)-isometries and Hilbert-\(A\)-modules over product domains (Q6610398) (← links)
