Object
Title: A Fuglede-Putnam type theorem for a class of almost normal operators
Abstract:
Publisher:
Publishing House of Poznan University of Technology
Place of publication:
Identifier:
oai:repozytorium.put.poznan.pl:488959
ISBN/ISSN:
DOI:
10.21008/j.0044-4413.2019.0006
Language:
Format:
Rights holder:
Object collections:
- PUT Scientific Repository
- PUT Scientific Repository > Faculties > Faculty of Electrical Engineering
- PUT Scientific Repository > Types of work > Journals
Last modified:
Aug 7, 2020
In our library since:
Aug 7, 2020
Number of object content hits:
9
All available object's versions:
http://repozytorium.put.poznan.pl/publication/576722
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Fasciculi Mathematici
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2018
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No. 62 (2019)
- On pδs-irresolute functions
- Oscillations in systems of impulsive nonlinear partial differential equations with distributed deviating arguments
- Some reverses of Hölder vector operator inequality
- Differences of operators of Baskakov type
- Fractional integral inequalities for composite and k-composite preinvex functions
- A Fuglede-Putnam type theorem for a class of almost normal operators
- Remarks on submultiplicative functions
- The equivalence of convergence results between modified Ishikawa and modified Mann iterations
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No. 62 (2019)
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2018
| Edition name | Date |
|---|---|
| Lauric, Vasile, A Fuglede-Putnam type theorem for a class of almost normal operators | Aug 7, 2020 |
