Using an approach, inspired by our modernisation of Lemoine’s Geometrography, this paper proposes a new readability criterion for formal proofs produced by automated theorem provers for geometry. We analyse two criteria to measure the readability of a proof: the criterion given by Chou et al. and the one given by Wiedijk. After discussing the limitations of these two criteria, we introduce a novel approach, which provides a new criterion. We conclude discussing some future work
In formal proof checking environments such as Mizar it is not merely thevalidity of mathematical for...
Proving in school geometry is not just about validating the truth of a claim. In the school setting,...
Today highly nontrivial mathematics is routinely being encoded in the computer, ensuring a reliabil-...
Using an approach, inspired by our modernisation of Lemoine’s Geometrography, this paper proposes a ...
Abstract. We present a set of rules based on full-angles as the basis of automated geometry theorem ...
Proving is the essence of mathematics, yet many students do not feel the need for proofs and do not ...
A survey of the main procedures for automatic theorem proving in geometry is presented
International audienceIn this paper, we demonstrate using videos the concrete use of the software Ge...
Doctor of PhilosophyDepartment of MathematicsAndrew G. BennettThis dissertation investigates and com...
Proving in school geometry is not just about validating the truth of a claim. In the school setting...
Mechanical theorem proving in geometry plays an important role in the research of automated reasonin...
Recently, much effort has been placed on developing diagrammatic logics, with a focus on obtaining s...
This thesis deals with the formalization and automation of geometric reasoning within the Coq proof ...
This paper describes a program that solves elementary mathematical problems, mostly in metric space ...
Article dans revue scientifique avec comité de lecture.International audienceThis article presents o...
In formal proof checking environments such as Mizar it is not merely thevalidity of mathematical for...
Proving in school geometry is not just about validating the truth of a claim. In the school setting,...
Today highly nontrivial mathematics is routinely being encoded in the computer, ensuring a reliabil-...
Using an approach, inspired by our modernisation of Lemoine’s Geometrography, this paper proposes a ...
Abstract. We present a set of rules based on full-angles as the basis of automated geometry theorem ...
Proving is the essence of mathematics, yet many students do not feel the need for proofs and do not ...
A survey of the main procedures for automatic theorem proving in geometry is presented
International audienceIn this paper, we demonstrate using videos the concrete use of the software Ge...
Doctor of PhilosophyDepartment of MathematicsAndrew G. BennettThis dissertation investigates and com...
Proving in school geometry is not just about validating the truth of a claim. In the school setting...
Mechanical theorem proving in geometry plays an important role in the research of automated reasonin...
Recently, much effort has been placed on developing diagrammatic logics, with a focus on obtaining s...
This thesis deals with the formalization and automation of geometric reasoning within the Coq proof ...
This paper describes a program that solves elementary mathematical problems, mostly in metric space ...
Article dans revue scientifique avec comité de lecture.International audienceThis article presents o...
In formal proof checking environments such as Mizar it is not merely thevalidity of mathematical for...
Proving in school geometry is not just about validating the truth of a claim. In the school setting,...
Today highly nontrivial mathematics is routinely being encoded in the computer, ensuring a reliabil-...