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Birsen Sağır

Observed names: B. Sağır, BIRSEN SAGIR, Birsen SAĞIR DUYAR, Birsen SagIr, Birsen Sağir, Birsen Saǧir, Bi̇rsen Sağir, Sagir, Birsen, Sağır Duyar, Birsen
Observed institution: Ondokuz Mayıs University
ORCID: 0000-0001-5954-2005
Observed ORCID: 0000-0001-5954-2005
OpenAlex ID: A5086891808
Some Basic Topological Properties on Non-Newtonian Real Line
2015 · Cenap Duyar, Birsen SagIr, et al. · British Journal of Mathematics & Computer Science · 23
Non-Newtonian Comment of Lebesgue Measure in Real Numbers
2017 · Cenap Duyar, Birsen Sağır · Journal of Mathematics · 17
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On bicomplex 𝔹ℂ-modules lp 𝕜(𝔹ℂ) and some of their geometric properties
2022 · Nilay Değirmen, Birsen Sağır · Georgian Mathematical Journal · 14
On geometrical characteristics and inequalities of new bicomplex Lebesgue Spaces with hyperbolic-valued norm
2023 · Erdem Toksoy, Birsen Sağır · Georgian Mathematical Journal · 13
On Non-Newtonian Power Series and Its Applications
2020 · Birsen Sağır, Fatmanur ERDOGAN · DergiPark (Istanbul University) · 5
A New D-Normed Banach Bicomplex BC-Module Derived Using Matrix of Hyperbolic Fibonacci Numbers
2025 · Ni̇lay Deği̇rmen, Bi̇rsen Sağir · WSEAS TRANSACTIONS ON MATHEMATICS · 4
Some inequalities in quasi-Banach algebra of non-Newtonian bicomplex numbers
2021 · Nilay Sager, Birsen Sağır · Filomat · 4
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Continuity of superposition operators on the double sequence spaces Lp
2015 · Birsen Sağır, Nihan Güngör · Filomat · 4
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On Functions With Fourier Transforms in W(b,y)
2000 · Birsen Saǧir · Demonstratio Mathematica · 4
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On characterization of non-Newtonian superposition operators in some sequence spaces
2019 · Birsen Sağır, Fatmanur Erdoğan · Filomat · 3
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Continuity of Superposition Operators on the Double Sequence Spaces of Maddox $${\mathcal{L}}\left( p \right)$$ L p
2017 · Nihan Güngör, Birsen Sağır · Iranian Journal of Science and Technology Transactions A Science · 3
A note on Köthe–Toeplitz duals and multiplier spaces of sequence spaces involving bicomplex numbers
2024 · Nilay Değirmen, Birsen Sağır · Journal of Applied Analysis · 1
Common fixed, coupled coincidence and common coupled fixed point results in hyperbolic valued metric spaces
2022 · Nilay Sager, Birsen Sağır · Boletim da Sociedade Paranaense de Matemática · 1
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ON *-BOUNDEDNESS AND *-LOCAL BOUNDEDNESS OF NON-NEWTONIAN SUPERPOSITION OPERATORS IN c_(0,α) AND c_α TO l_(1,β)
2021 · Fatmanur ERDOGAN, Birsen SAĞIR DUYAR · Journal of Universal Mathematics · 1
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A Note on Multipliers of Weighted Lebesgue Spaces
2019 · Birsen Sağır, Cenap Duyar · Thai Journal of Mathematics · 1
On Geometri̇c Properties of Weighted Lebesgue Sequence Spaces
2019 · Birsen Sağır, İrem Alaşalvar · Ikonion Journal of Mathematics · 1
A new perspective to convergence types in classical real analysis using double sequences
2016 · C. Duyar, B. Sağır, et al. · Filomat · 1
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Multiplication operators on Orlicz-Lorentz sequence spaces
2015 · Birsen Sağır, Oğuz Oğur, et al. · Journal of Mathematical and Computational Science · 1
A New Double Sequence Space m2(F,ϕ,p) Defined by a Double Sequence of Modulus Functions
2014 · Birsen Sağır, Cenap Duyar, et al. · International Journal of Analysis · 1
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Nonlinear Maligranda-Type and Dunkl-Williams Inequalities in Generalized Norm and Modular Structures
2026 · Bi̇rsen Sağir · WSEAS TRANSACTIONS ON MATHEMATICS
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A Note on the Existence of $$\textrm{tnh}$$-Supremum and $$\textrm{tnh}$$-Infimum
2026 · Ahmadou Diallo, Birsen Sağır · National Academy Science Letters
On the Characterizations of Bicomplex Matrix Transformations on $$\ell _{p}\left( \mathbb{B}\mathbb{C}\right) $$ Induced by Idempotent Decomposition
2026 · Cenap Duyar, Birsen Sağır, et al. · Proceedings of the National Academy of Sciences India Section A Physical Sciences
Novel Results on Homogenous Bicomplex Banach Modules with Hyperbolic-Valued Norm
2026 · Erdem Toksoy, Birsen Sağır · Proceedings of the National Academy of Sciences India Section A Physical Sciences
Bicomplex approach to double sequences
2025 · Sagir, Birsen · NRCT Data Center
Bicomplex Version of Matrix Transformations Between $$c_{0}^{k}\left( \mathbb{B}\mathbb{C}\right)$$ and $$c^{k}\left( \mathbb{B}\mathbb{C} \right)$$ by Using the Hyperbolic-Valued Norm
2024 · Birsen Sağır, Nihan Güngör, et al. · Iranian Journal of Science
Works count: 35
Citation count: 102
H-index: 5
I10-index: 4
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