Home
EPiC Series
Kalpa Publications
Preprints
For Authors
For Editors
Keyword
:
first-order theorem proving
Publications
Sorting Without Sorts
Pamina Georgiou
,
Marton Hajdu
and
Laura Kovacs
EasyChair Preprint 10632
The Vampire Approach to Induction
Marton Hajdu
,
Laura Kovacs
,
Michael Rawson
and
Andrei Voronkov
EasyChair Preprint 9217
Induction with Recursive Definitions in Superposition
Marton Hajdu
,
Petra Hozzová
,
Laura Kovacs
and
Andrei Voronkov
EasyChair Preprint 6513
Integer Induction in Saturation
Petra Hozzová
,
Laura Kovács
and
Andrei Voronkov
EasyChair Preprint 5176
Implementing Bottom-up Procedures with Code Trees: a Case Study of Forward Subsumption
Andrei Voronkov
EasyChair Preprint 3148
Induction with Generalization in Superposition Reasoning
Márton Hajdu
,
Petra Hozzová
,
Laura Kovács
,
Johannes Schoisswohl
and
Andrei Voronkov
EasyChair Preprint 2468
Saturating Sorting without Sorts
Pamina Georgiou
,
Marton Hajdu
and
Laura Kovács
In
:
Proceedings of 25th Conference on Logic for Programming, Artificial Intelligence and Reasoning
The Spawns of the Saturation Framework
Sophie Tourret
In
:
Proceedings of the 7th and 8th Vampire Workshop
Integrating Answer Literals with AVATAR for Program Synthesis
Petra Hozzová
In
:
Proceedings of the 7th and 8th Vampire Workshop
Experimenting with Theory Instantiation in Vampire
Martin Riener
In
:
Vampire 2018 and Vampire 2019. The 5th and 6th Vampire Workshops
Aiming for the Goal with SInE
Martin Suda
In
:
Vampire 2018 and Vampire 2019. The 5th and 6th Vampire Workshops
Automating Proof Steps of Progress Proofs: Comparing Vampire and Dafny
Sylvia Grewe
,
Sebastian Erdweg
and
Mira Mezini
In
:
Vampire 2016. Proceedings of the 3rd Vampire Workshop
Reasoning About Loops Using Vampire
Laura Kovács
and
Simon Robillard
In
:
Proceedings of the 1st and 2nd Vampire Workshops
The Challenges of Evaluating a New Feature in Vampire
Giles Reger
,
Martin Suda
and
Andrei Voronkov
In
:
Proceedings of the 1st and 2nd Vampire Workshops
Copyright © 2012-2024 easychair.org. All rights reserved.