RUSSIAN ACADEMY OF SCIENCES IZVESTIYA MATHEMATICS, vol.41, no.2, pp.193-205, 1993 (Journal Indexed in SCI)
Article / Article
Title of Journal :
RUSSIAN ACADEMY OF SCIENCES IZVESTIYA MATHEMATICS
The author studies the theory of dilation, characteristic function, and spectral analysis of dissipative operators of Schrodinger type with a matrix potential in L2((0, infinity); E) which are an extension of a minimal symmetric operator with defect indices (2n, 2n) (dim E = n < infinity).