Remarks on the Growth of the Resolvent Operators for Power Bounded Operators

Research output: Working paperProfessional

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Remarks on the Growth of the Resolvent Operators for Power Bounded Operators. / Nevanlinna, O.

Espoo, 1994. p. 23 (Helsinki University of Technology, Institute of Mathematics, Research Reports; No. A340).

Research output: Working paperProfessional

Harvard

Nevanlinna, O 1994 'Remarks on the Growth of the Resolvent Operators for Power Bounded Operators' Helsinki University of Technology, Institute of Mathematics, Research Reports, no. A340, Espoo, pp. 23.

APA

Nevanlinna, O. (1994). Remarks on the Growth of the Resolvent Operators for Power Bounded Operators. (pp. 23). (Helsinki University of Technology, Institute of Mathematics, Research Reports; No. A340). Espoo.

Vancouver

Nevanlinna O. Remarks on the Growth of the Resolvent Operators for Power Bounded Operators. Espoo. 1994, p. 23. (Helsinki University of Technology, Institute of Mathematics, Research Reports; A340).

Author

Nevanlinna, O. / Remarks on the Growth of the Resolvent Operators for Power Bounded Operators. Espoo, 1994. pp. 23 (Helsinki University of Technology, Institute of Mathematics, Research Reports; A340).

Bibtex - Download

@techreport{e1b333dc8da84fca985a82295c0cec7f,
title = "Remarks on the Growth of the Resolvent Operators for Power Bounded Operators",
keywords = "almost algabraic operator, power bounded, resolvent condition, almost algabraic operator, power bounded, resolvent condition, almost algabraic operator, power bounded, resolvent condition",
author = "O. Nevanlinna",
year = "1994",
language = "English",
series = "Helsinki University of Technology, Institute of Mathematics, Research Reports",
publisher = "TKK",
number = "A340",
pages = "23",
type = "WorkingPaper",
institution = "TKK",

}

RIS - Download

TY - UNPB

T1 - Remarks on the Growth of the Resolvent Operators for Power Bounded Operators

AU - Nevanlinna, O.

PY - 1994

Y1 - 1994

KW - almost algabraic operator

KW - power bounded

KW - resolvent condition

KW - almost algabraic operator

KW - power bounded

KW - resolvent condition

KW - almost algabraic operator

KW - power bounded

KW - resolvent condition

M3 - Working paper

T3 - Helsinki University of Technology, Institute of Mathematics, Research Reports

SP - 23

BT - Remarks on the Growth of the Resolvent Operators for Power Bounded Operators

CY - Espoo

ER -

ID: 5162442