no code implementations • 4 Apr 2024 • Julien Narboux, Walther Neuper, Pedro Quaresma
The ThEdu series pursues the smooth transition from an intuitive way of doing mathematics at secondary school to a more formal approach to the subject in STEM education, while favouring software support for this transition by exploiting the power of theorem-proving technologies.
no code implementations • 22 Jan 2024 • Pedro Quaresma, Pierluigi Graziani, Stefano M. Nicoletti
We present and discuss different approaches for the automatic discovery of geometric theorems (and properties), and different metrics to find the interesting theorems among all those that were generated.
no code implementations • 19 Jan 2024 • Pedro Quaresma, Zoltán Kovács
The 14th edition, ADG 2023, was held in Belgrade, Serbia, in September 20-22, 2023.
no code implementations • 10 Mar 2023 • Joana Teles, Vanda Santos, Pedro Quaresma
Beyond the problems related with the curricula and the teachers, the dissonance between the outcomes of the geometry automated theorem provers and the normal practice of conjecturing and proving in schools is a major barrier to a wider use of such tools in an educational environment.
no code implementations • 9 Mar 2023 • Pedro Quaresma, João Marcos, Walther Neuper
While this volume goes to press, the next edition of the ThEdu workshop is being prepared: ThEdu'23 will be a satellite event of the 29th international Conference on Automated Deduction (CADE 2023), July 1-4, 2023, Rome, Italy.
no code implementations • 8 Feb 2022 • Pedro Quaresma, Vanda Santos
The introduction of automated deduction systems in secondary schools face several bottlenecks, the absence of the subject of rigorous mathematical demonstrations in the curricula, the lack of knowledge by the teachers about the subject and the difficulty of tackling the task by automatic means.
no code implementations • 2 Feb 2022 • João Marcos, Walther Neuper, Pedro Quaresma
This EPTCS volume contains the proceedings of the ThEdu'21 workshop, promoted on 11 July 2021, as a satellite event of CADE-28.
no code implementations • 3 Jan 2022 • Nuno Baeta, Pedro Quaresma
Mathematical proof is undoubtedly the cornerstone of mathematics.
no code implementations • 28 Oct 2020 • Pedro Quaresma, Walther Neuper, João Marcos
With some luck, we would actually expect that the very special circumstances set up by the worst sanitary crisis in a century will happen to reinforce the need for the application of certified components and of verification methods for the production of educational software that would be available even when the traditional on-site learning experiences turn out not to be recommendable.
no code implementations • 28 Feb 2020 • Nuno Baeta, Pedro Quaresma, Zoltán Kovács
The geometry automated theorem proving area distinguishes itself by a large number of specific methods and implementations, different approaches (synthetic, algebraic, semi-synthetic) and different goals and applications (from research in the area of artificial intelligence to applications in education).
no code implementations • 27 Feb 2020 • Pedro Quaresma, Walther Neuper, João Marcos
This EPTCS volume contains the proceedings of the ThEdu'19 workshop, promoted on August 25, 2019, as a satellite event of CADE-27, in Natal, Brazil.
no code implementations • 1 Apr 2019 • Nuno Baeta, Pedro Quaresma
In many cases the geometric constructions are used to establish the theorems' statements, geometric constructions are, in some provers, used to conduct the proof, used as counter-examples to close some branches of the automatic proof.
no code implementations • 29 Mar 2019 • Pedro Quaresma, Walther Neuper
The major aim of the ThEdu workshop series was to link developers interested in adapting Computer Theorem Proving (TP) to the needs of education and to inform mathematicians and mathematics educators about TP's potential for educational software.
no code implementations • 2 Mar 2018 • Pedro Quaresma, Walther Neuper
The 6th International Workshop on Theorem proving components for Educational software (ThEdu'17) was held in Gothenburg, Sweden, on 6 Aug 2017.
no code implementations • 24 Jan 2017 • Serge Autexier, Pedro Quaresma
The UITP workshop series brings together researchers interested in designing, developing and evaluating user interfaces for automated reasoning tools, such as interactive proof assistants, automated theorem provers, model finders, tools for formal methods, and tools for visualising and manipulating logical formulas and proofs.
no code implementations • 10 Mar 2014 • Yannis Haralambous, Pedro Quaresma
Dynamic geometry systems (DGS) have become basic tools in many areas of geometry as, for example, in education.