Pages that link to "Item:Q5951218"
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The following pages link to On the reducibility of a nonnegatively Hamiltonian periodic operator function in a real Hilbert space to a block diagonal form (Q5951218):
Displaying 11 items.
- On invertible nonnegative Hamiltonian operator matrices (Q477856) (← links)
- Symmetry of the point spectrum of infinite dimensional Hamiltonian operators and its applications (Q511089) (← links)
- Invertibility of nonnegative Hamiltonian operator with unbounded entries (Q711006) (← links)
- Conditional reducibility of certain unbounded nonnegative Hamiltonian operator functions (Q714636) (← links)
- Reducibility of a class of operator functions to block-diagonal form (Q869748) (← links)
- Indefinite approach to the problem of reducibility of a nonnegatively Hamiltonian operator function to a block-triangular form (Q873994) (← links)
- Structure of the spectrum of infinite dimensional Hamiltonian operators (Q943443) (← links)
- On the reducibility of a nonnegative Hamiltonian periodic operator function acting in a real Hilbert space to block-diagonal form. (Q1432245) (← links)
- On the reducibility of a nonnegatively Hamiltonian real periodic matrix to a block-diagonal form (Q1582830) (← links)
- On symplectic self-adjointness of Hamiltonian operator matrices (Q2515311) (← links)
- An indefinite approach to the reduction of a nonnegative Hamiltonian operator function to a block diagonal form (Q5959536) (← links)
