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Julien Grange
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2020 – today
- 2024
- [c6]Julien Grange, Mathieu Lehaut:
Synthesis for Prefix First-Order Logic on Data Words. FORTE 2024: 82-98 - [c5]Julien Grange, Fabian Vehlken, Nils Vortmeier, Thomas Zeume:
Specification and Automatic Verification of Computational Reductions. MFCS 2024: 56:1-56:14 - [i7]Julien Grange, Mathieu Lehaut:
Synthesis for prefix first-order logic on data words. CoRR abs/2404.14517 (2024) - [i6]Julien Grange, Fabian Vehlken, Nils Vortmeier, Thomas Zeume:
Specification and Automatic Verification of Computational Reductions. CoRR abs/2407.04037 (2024) - 2023
- [c4]Julien Grange:
Order-Invariance in the Two-Variable Fragment of First-Order Logic. CSL 2023: 23:1-23:19 - [i5]Bartosz Bednarczyk, Julien Grange:
About the Expressive Power and Complexity of Order-Invariance with Two Variables. CoRR abs/2304.08410 (2023) - [i4]Julien Grange, Mathieu Lehaut:
First order synthesis for data words revisited. CoRR abs/2307.04499 (2023) - 2022
- [i3]Julien Grange:
Order-Invariance in the Two-Variable Fragment of First-Order Logic. CoRR abs/2207.04986 (2022) - 2021
- [j1]Julien Grange:
Successor-Invariant First-Order Logic on Classes of Bounded Degree. Log. Methods Comput. Sci. 17(3) (2021) - [c3]Julien Grange:
Successor-Invariant First-Order Logic on Classes of Bounded Degree (Extended Abstract). IJCAI 2021: 4775-4779 - [i2]Julien Grange:
On the nonexistence of FO-continuous path and tree-decompositions. CoRR abs/2106.04201 (2021) - 2020
- [b1]Julien Grange:
On the Expressive Power of Invariant Logics over Sparse Classes of Structures. (Sur le pouvoir d'expression des logiques définies par invariance). École Normale Supérieure, Paris, France, 2020 - [c2]Julien Grange, Luc Segoufin:
Order-Invariant First-Order Logic over Hollow Trees. CSL 2020: 23:1-23:16 - [c1]Julien Grange:
Successor-Invariant First-Order Logic on Classes of Bounded Degree. LICS 2020: 479-491 - [i1]Julien Grange:
Successor-Invariant First-Order Logic on Classes of Bounded Degree. CoRR abs/2009.11758 (2020)
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