논문KCI 등재
On Universal Coefficient Sequences
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Abstract
In this note we consider systems of simultaneous linear equations of the form AiX = Yi; i 2 I; where the Ai; X;and Yi are operators on Hilbert space, and we answer the question of when there exist “universal” coefficient sequences fAigi2 I with the property that for every sequence fYigi2 I there exists a solutionX = XfYi g to the above system.
참고문헌 (3)
- "Structure of commutators of operators", 82, pp.112~127 (1965)
- "On matrices over the ring of continuous complex valued functions on a Stonian space", 14, pp.322~328 (1963)
- "A complete set of unitary invariants for operators generating finite W¤-algebras of type I", pp.1405~1417 (1962)
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