Invariant subspace problem for ExB-Operators
Abstract. In this paper, we show the following: Let A; B∗ be ExB-operators on a complex Hilbert space H.
If there exists a non-zero compact operator K such that AK = aKB + bK (0 , a; b ∈ C), then A and B have a
non-trivial invariant subspace.
- There are currently no refbacks.