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ORCID13th ADG 2021: Hagenberg, Austria / virtual
- Predrag Janicic, Zoltán Kovács:
Proceedings of the 13th International Conference on Automated Deduction in Geometry, ADG 2021, Hagenberg, Austria/virtual, September 15-17, 2021. EPTCS 352, 2021 - Christoph Koutschan:
Realizations of Rigid Graphs. 4-13 - Vesna Marinkovic, Tijana Sukilovic, Filip Maric:
On Automating Triangle Constructions in Absolute and Hyperbolic Geometry. 14-26 - Zhenbing Zeng, Jian Lu, Yaochen Xu, Yuzheng Wang:
Maximizing the Sum of the Distances between Four Points on the Unit Hemisphere. 27-40 - Tetsuo Ida, Hidekazu Takahashi:
A New Modeling of Classical Folds in Computational Origami. 41-53 - Wolfgang Windsteiger:
Automated Theorem Proving in the Classroom. 54-63 - Jack Heimrath
:
The Area Method in the Wolfram Language. 64-76 - Pascal Schreck, Nicolas Magaud, David Braun:
Mechanization of Incidence Projective Geometry in Higher Dimensions, a Combinatorial Approach. 77-90 - Predrag Janicic, Julien Narboux:
Automated Generation of Illustrations for Synthetic Geometry Proofs. 91-102 - Alexander Thaller, Zoltán Kovács:
Online Generation of Proofs Without Words. 103-105 - Nicolas Magaud:
Spreads and Packings of PG(3, 2), Formally! 107-115 - Richard Schmoetten, Jake E. Palmer, Jacques D. Fleuriot:
Formalising Geometric Axioms for Minkowski Spacetime and Without-Loss-of-Generality Theorems. 116-128 - Nuno Baeta, Pedro Quaresma:
Open Geometry Prover Community Project. 129-138 - Zoltán Kovács, Tomás Recio, M. Pilar Vélez:
GeoGebra Discovery in Context. 141-147 - Philip H. Todd:
A Method for the Automated Discovery of Angle Theorems. 148-155 - Christopher W. Brown, Zoltán Kovács, Róbert Vajda:
Supporting Proving and Discovering Geometric Inequalities in GeoGebra by using Tarski. 156-166 - Zoltán Kovács, Róbert Vajda:
Parametric Root Finding for Supporting Proving and Discovering Geometric Inequalities in GeoGebra. 167-172
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