
doi: 10.1007/bf02564835
Let H be a complex Hilbert space and A be a nilpotent operator of order n. Put \(H_ k=\ker A^{k+1}\Theta \ker A^ k\), \(P_ k=P_{H_ k}\), \(A_ k=P_ kAP_{k+1}\). Let \(1\leq k_ 1<...
C-state, nilpotent operator, I-state, fine matrix representation, operator matrix, Representation theory of linear operators
C-state, nilpotent operator, I-state, fine matrix representation, operator matrix, Representation theory of linear operators
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