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ORCIDÇigdem Gencer
Person information
- unicode name: Çiğdem Gencer
- affiliation: Toulouse University, Institute of Computer Science Research, France
- affiliation: Istanbul Aydın University, Faculty of Arts and Sciences, Istanbul, Turkey
- affiliation: Sabancı University, Faculty of Engineering and Natural Sciences, Istanbul, Turkey
- affiliation: Istanbul Kültür University, Department of Mathematics and Computer Science, Istanbul, Turkey
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Journal Articles
- 2025
[j14]Philippe Balbiani, Çigdem Gencer:
Undecidability of admissibility in the product of two Alt logics. Log. J. IGPL 33(1): 62-73 (2025)- 2023
- [j13]Philippe Balbiani, Çigdem Gencer, Maryam Rostamigiv, Tinko Tinchev
:
Remarks about the unification types of some locally tabular normal modal logics. Log. J. IGPL 31(1): 115-139 (2023) - 2022
- [j12]Philippe Balbiani, Çigdem Gencer, Maryam Rostamigiv, Tinko Tinchev:
About the unification type of $\mathbf {K}+\square \square \bot $. Ann. Math. Artif. Intell. 90(5): 481-497 (2022) - 2021
- [j11]Philippe Balbiani, Çigdem Gencer, Maryam Rostamigiv:
About the Unification Type of Fusions of Modal Logic. FLAP 8(3): 671-706 (2021) - 2020
- [j10]Philippe Balbiani, Çigdem Gencer:
About the Unification Type of Modal Logics Between $\mathbf {KB}$ and $\mathbf {KTB}$. Stud Logica 108(5): 941-966 (2020) - 2019
- [j9]Philippe Balbiani, Çigdem Gencer, Zafer Özdemir:
Two decision problems in Contact Logics. Log. J. IGPL 27(1): 8-32 (2019) - 2017
- [j8]Philippe Balbiani, Çigdem Gencer:
Unification in epistemic logics. J. Appl. Non Class. Logics 27(1-2): 91-105 (2017) - [j7]Philippe Balbiani, Çigdem Gencer:
KD is nullary. J. Appl. Non Class. Logics 27(3-4): 196-205 (2017) - 2009
- [j6]Çigdem Gencer, Dick De Jongh:
Unifiability in extensions of K4. Log. J. IGPL 17(2): 159-172 (2009) - 2002
- [j5]Çigdem Gencer:
Description of Modal Logics Inheriting Admissible Rules for K4. Log. J. IGPL 10(4): 401-411 (2002) - 2000
- [j4]Vladimir V. Rybakov, Mehmet Terziler, Çigdem Gencer:
Unification and passive inference rules for modal logics. J. Appl. Non Class. Logics 10(3-4): 369-377 (2000) - [j3]Vladimir V. Rybakov, Mehmet Terziler, Çigdem Gencer:
On Self-Admissible Quasi-Characterizing Inference Rules. Stud Logica 65(3): 417-428 (2000) - 1999
- [j2]Vladimir V. Rybakov, Çigdem Gencer, Tahsin Oner:
Description of Modal Logics Inheriting Admissible Rules for S4. Log. J. IGPL 7(5): 655-664 (1999) - 1997
- [j1]Çigdem Gencer, Mehmet Terziler:
On a Question of Phillips. Math. Log. Q. 43: 78-82 (1997)
Conference and Workshop Papers
- 2024
- [c7]Philippe Balbiani, Han Gao, Çigdem Gencer, Nicola Olivetti:
A Natural Intuitionistic Modal Logic: Axiomatization and Bi-Nested Calculus. CSL 2024: 13:1-13:21 - [c6]Philippe Balbiani, Han Gao, Çigdem Gencer, Nicola Olivetti:
Local Intuitionistic Modal Logics and Their Calculi. IJCAR (2) 2024: 78-96 - 2022
- [c5]Philippe Balbiani, Martín Diéguez, Çigdem Gencer:
Advanced Languages of Terms for Ontologies. Description Logics 2022 - [c4]Philippe Balbiani, Çigdem Gencer:
Advanced languages of terms for ontologies. JIAF 2022: 135-147 - 2020
- [c3]Philippe Balbiani, Çigdem Gencer, Maryam Rostamigiv, Tinko Tinchev:
About the unification type of K+☐☐⊥. UNIF 2020: 4:1-4:6 - 2017
- [c2]Philippe Balbiani, Çigdem Gencer:
Finitariness of Elementary Unification in Boolean Region Connection Calculus. FroCoS 2017: 281-297 - 2013
- [c1]Philippe Balbiani, Çigdem Gencer:
Admissibility and Unifiability in Contact Logics. TbiLLC 2013: 44-60
Informal and Other Publications
- 2025
- [i6]Philippe Balbiani, Çigdem Gencer:
Intuitionistic modal logics: a minimal setting. CoRR abs/2502.19060 (2025) - [i5]Philippe Balbiani, Çigdem Gencer:
Intuitionistic modal logics: new and simpler decidability proofs for FIK and LIK. CoRR abs/2503.18714 (2025) - 2024
- [i4]Philippe Balbiani, Han Gao, Çigdem Gencer, Nicola Olivetti:
Local Intuitionistic Modal Logics and Their Calculi. CoRR abs/2403.06772 (2024) - 2023
- [i3]Philippe Balbiani, Han Gao, Çigdem Gencer, Nicola Olivetti:
A Natural Intuitionistic Modal Logic: Axiomatization and Bi-nested Calculus. CoRR abs/2309.06309 (2023) - 2020
- [i2]Philippe Balbiani, Çigdem Gencer, Maryam Rostamigiv, Tinko Tinchev:
About the unification types of the modal logics determined by classes of deterministic frames. CoRR abs/2004.07904 (2020) - 2019
- [i1]Philippe Balbiani, Çigdem Gencer:
About the unification type of simple symmetric modal logics. CoRR abs/1902.03770 (2019)
Coauthor Index
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