Conditional Reducibility of Certain Unbounded Nonnegative Hamiltonian Operator Functions

Author:

Azizov T. Ya.,Dijksma A.,Gridneva I. V.

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory,Analysis

Reference28 articles.

1. Azizov, T.Ya., Iokhvidov, I.S.: Foundations of the theory of linear operators in spaces whith an indefinite metric. Nauka, Moscow (1986) (Russian) [English transl.: Linear operators in spaces with an indefinite metric. Wiley, New York (1989)]

2. Azizov T.Ya., Kiriakidi V.K., Kurina G.A.: An indefinite approach to the reduction of a nonnegative Hamiltonian operator function to a block diagonal form. Funct. Anal. Appl. 35(3), 73–75 (2001) (Russian) [220–221 (English)]

3. Azizov T.Ya., Kiriakidi V.K., Kurina G.A.: Indefinite approach to the problem of reducibility of a nonnegatively Hamiltonian operator function to a block-triangular form. Russ. J. Math. Phys. 8(4), 414–421 (2001)

4. Bognar J.: Indefinite inner product spaces. Springer, Berlin (1974)

5. Bryson, A.E., Ho, Y.: Applied optimal control, Hemisphere, Washington D.C. (1975) [distributed by Halsted Press (John Wiley and Sons), New York]

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