April 19, 2024
Persian Gulf University
فارسی
Farkhondeh Takhteh
Academic Rank:
Assistant professor
Address:
—
Degree:
Ph.D in Mathematical Analysis
Phone:
09189285699
Faculty:
Faculty of Intelligent Systems and Data Science
E-mail:
f [dot] takhteh [at] pgu [dot] ac [dot] ir
Home
Research activities
Research activities
Journal articles
1
Farkhondeh Takhteh, Morteza Mirzaee Azandaryani (2022)
Duals and approximate duals of von Neumann–Schatten p-frames
Georgian Mathematical Journal: 1; 1-9
2
Farkhondeh Takhteh, Morteza Mirzaee Azandaryani (2022)
Characterization and some properties of von Neumann-Schatten p-Bessel sequences
BULLETIN OF THE BELGIAN MATHEMATICAL SOCIETY-SIMON STEVIN: 29; 1-17
3
, Ali Bagheri-Bardi, Farkhondeh Takhteh (2020)
Four Algorithms to Produce Approximate K-Dual Frames
Iranian Journal of Science and Technology Transaction A-Science: 44; 459-464
4
, Farkhondeh Takhteh (2019)
Characterization of K-frame vectors and K-frame generator multipliers
ADVANCES IN OPERATOR THEORY: ; 587،603
5
Farkhondeh Takhteh, (2017)
R-duality in g-frames
ROCKY MOUNTAIN JOURNAL OF MATHEMATICS: ; ،
6
, Farkhondeh Takhteh (2016)
CHARACTERIZATION OF p-BESSEL SEQUENCES IN BANACH SPACES
JOURNAL OF MATHEMATICAL ANALYSIS: ; 77،88
7
, Farkhondeh Takhteh (2016)
g-Bessel Sequences and Operators
COMMUNICATIONS IN MATHEMATICS AND APPLICATIONS: ; ،
Conference articles
1
Farkhondeh Takhteh (2022)
Controlled Hilbert-Schmidt frames in Hilbert spaces
53 rd Annual Iranian Mathematics Conference, Iran, Mazandaran
2
Farkhondeh Takhteh (2022)
Hilbert-Schmidt frames for operators
53 rd Annual Iranian Mathematics Conference, Iran, Mazandaran
3
Farkhondeh Takhteh (2021)
Operator Characterizations of von Neumann-Schatten p-Bessel Sequences
51th Annual Iranian Mathematics Conference, Iran, Kashan
Projects
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Theses
1
— (2021)
Graph quasi continuous functions and densely continuous forms
2
— (2020)
Books
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Innovations
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Grant Attraction
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Courses