- Author
- Konstantinos Papafilippou (UGent)
- Promoter
- David Fernández-Duque (UGent) , Andreas Weiermann (UGent) , Seyedmojtaba Mojtahedi (UGent) and Juan Aguilera
- Organization
- Project
- Keywords
- Modal logic, Topological µ-calculus, Parametric unification, Mathematical logic, Japaridze’s Polymodal Logic (GLP), Gödel-Löb Logic (GL), Arithmetical Comprehension Axiom (ACA₀)
Downloads
-
PhD Thesis Konstantinos Papafilippou.pdf
- full text (Published version)
- |
- open access
- |
- |
- 1.48 MB
Citation
Please use this url to cite or link to this publication: http://hdl.handle.net/1854/LU-01KJ77Q4EV3T1ECJCCR4FW67YH
- MLA
- Papafilippou, Konstantinos. Modal Combinatorics : Unification, Fixed-Points, and Reflection. Ghent University. Faculty of Sciences, 2025.
- APA
- Papafilippou, K. (2025). Modal combinatorics : unification, fixed-points, and reflection. Ghent University. Faculty of Sciences, Ghent.
- Chicago author-date
- Papafilippou, Konstantinos. 2025. “Modal Combinatorics : Unification, Fixed-Points, and Reflection.” Ghent: Ghent University. Faculty of Sciences.
- Chicago author-date (all authors)
- Papafilippou, Konstantinos. 2025. “Modal Combinatorics : Unification, Fixed-Points, and Reflection.” Ghent: Ghent University. Faculty of Sciences.
- Vancouver
- 1.Papafilippou K. Modal combinatorics : unification, fixed-points, and reflection. [Ghent]: Ghent University. Faculty of Sciences; 2025.
- IEEE
- [1]K. Papafilippou, “Modal combinatorics : unification, fixed-points, and reflection,” Ghent University. Faculty of Sciences, Ghent, 2025.
@phdthesis{01KJ77Q4EV3T1ECJCCR4FW67YH,
author = {{Papafilippou, Konstantinos}},
keywords = {{Modal logic,Topological µ-calculus,Parametric unification,Mathematical logic,Japaridze’s Polymodal Logic (GLP),Gödel-Löb Logic (GL),Arithmetical Comprehension Axiom (ACA₀)}},
language = {{eng}},
pages = {{XII, 122}},
publisher = {{Ghent University. Faculty of Sciences}},
school = {{Ghent University}},
title = {{Modal combinatorics : unification, fixed-points, and reflection}},
year = {{2025}},
}