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Anela Lolic
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- affiliation: TU Wien, Vienna, Austria
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2020 – today
- 2024
- [j7]Michael Bernreiter, Anela Lolic, Jan Maly, Stefan Woltran:
Sequent Calculi for Choice Logics. J. Autom. Reason. 68(2): 8 (2024) - [c12]Alexander Leitsch, Anela Lolic, Stella Mahler:
On Proof Schemata and Primitive Recursive Arithmetic. LPAR Complementary Volume 2024: 117-130 - [c11]Matthias Baaz, Anela Lolic:
On Translations of Epsilon Proofs to LK. LPAR 2024: 232-245 - [c10]Alexander Leitsch, Anela Lolic:
Herbrand's Theorem in Inductive Proofs. LPAR 2024: 295-310 - 2023
- [c9]Matthias Baaz, Anela Lolic:
Effective Skolemization. WoLLIC 2023: 69-82 - 2022
- [j6]Matthias Baaz, Anela Lolic:
Towards a proof theory for quantifier macros. Inf. Comput. 287: 104753 (2022) - [c8]Michael Bernreiter, Anela Lolic, Jan Maly, Stefan Woltran:
Sequent Calculi for Choice Logics. IJCAR 2022: 331-349 - [c7]Matthias Baaz, Anela Lolic:
Andrews Skolemization May Shorten Resolution Proofs Non-elementarily. LFCS 2022: 9-24 - 2021
- [j5]David M. Cerna, Alexander Leitsch, Anela Lolic:
Schematic Refutations of Formula Schemata. J. Autom. Reason. 65(5): 599-645 (2021) - [j4]Matthias Baaz, Anela Lolic:
Towards a proof theory for Henkin quantifiers. J. Log. Comput. 31(1): 40-66 (2021) - 2020
- [j3]Matthias Baaz, Alexander Leitsch, Anela Lolic:
An abstract form of the first epsilon theorem. J. Log. Comput. 30(8): 1447-1468 (2020) - [j2]Matthias Baaz, Anela Lolic:
First-order interpolation derived from propositional interpolation. Theor. Comput. Sci. 837: 209-222 (2020) - [c6]Matthias Baaz, Anela Lolic:
A Globally Sound Analytic Calculus for Henkin Quantifiers. LFCS 2020: 128-143 - [c5]David M. Cerna, Alexander Leitsch, Anela Lolic:
On the Unification of Term Schemata. UNIF 2020: 6:1-6:6
2010 – 2019
- 2019
- [j1]Alexander Leitsch, Anela Lolic:
Extraction of Expansion Trees. J. Autom. Reason. 62(3): 393-430 (2019) - [c4]Matthias Baaz, Anela Lolic:
Note on Globally Sound Analytic Calculi for Quantifier Macros. WoLLIC 2019: 486-497 - [i1]David M. Cerna, Alexander Leitsch, Anela Lolic:
Schematic Refutations of Formula Schemata. CoRR abs/1902.08055 (2019) - 2018
- [c3]Matthias Baaz, Alexander Leitsch, Anela Lolic:
A Sequent-Calculus Based Formulation of the Extended First Epsilon Theorem. LFCS 2018: 55-71 - [c2]Matthias Baaz, Anela Lolic:
Lyndon Interpolation holds for the Prenex ⊃ Prenex Fragment of Gödel Logic. LPAR 2018: 95-110 - 2017
- [c1]Matthias Baaz, Anela Lolic:
First-Order Interpolation of Non-classical Logics Derived from Propositional Interpolation. FroCoS 2017: 265-280
Coauthor Index
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