Abstract—Constraint satisfaction problems related to geometry mostly arise in CAD. But even though they are designed for geometry, none of the methods proposed to solve these problems fully meets the requirements needed by the educational domain. In this paper, we adapt CAD methods to education and show that results must be construction programs in order to take into account particular cases. We present then a framework implemented in Prolog as a knowledge-based system called Progé. I
An approach to the integration of geometric information in knowledge based CAD systems is described ...
Students nowadays are relatively confident in directly applying geometrical theorems and theories. N...
This paper presents a semi-automated methodology for generating geometric proof problems of the kind...
Abstract. We describe a framework that combines deductive, numeric, and inductive reasoning to solve...
Prolog is a useful tool for geometry and graphics implementations because its primitives, such as un...
We developed a system for automatically building three-dimensional geometric objects that are define...
A problem solving program capable of handling high school level Euclidean geometry straight-edge and...
Technology changes the methods of mathematical research and application. For mathematics and mathema...
Dynamic geometry software provides tools for students to construct and experiment with geometrical o...
Abstract. We describe a framework that combines deductive, numeric, and inductive reasoning to solve...
The present work aims to identify the role and use of geometric figures in the teaching of geometry ...
What is the nature of expertise? This paper posits an answer to that question in the domain of geome...
Dynamic geometry software provides tools for students to construct and experiment with geometrical o...
In this article, we propose an analysis of the computational constraints that are imposed on the des...
This experimental study examined the impact of learning and teaching ge-ometry in seventh-grade geom...
An approach to the integration of geometric information in knowledge based CAD systems is described ...
Students nowadays are relatively confident in directly applying geometrical theorems and theories. N...
This paper presents a semi-automated methodology for generating geometric proof problems of the kind...
Abstract. We describe a framework that combines deductive, numeric, and inductive reasoning to solve...
Prolog is a useful tool for geometry and graphics implementations because its primitives, such as un...
We developed a system for automatically building three-dimensional geometric objects that are define...
A problem solving program capable of handling high school level Euclidean geometry straight-edge and...
Technology changes the methods of mathematical research and application. For mathematics and mathema...
Dynamic geometry software provides tools for students to construct and experiment with geometrical o...
Abstract. We describe a framework that combines deductive, numeric, and inductive reasoning to solve...
The present work aims to identify the role and use of geometric figures in the teaching of geometry ...
What is the nature of expertise? This paper posits an answer to that question in the domain of geome...
Dynamic geometry software provides tools for students to construct and experiment with geometrical o...
In this article, we propose an analysis of the computational constraints that are imposed on the des...
This experimental study examined the impact of learning and teaching ge-ometry in seventh-grade geom...
An approach to the integration of geometric information in knowledge based CAD systems is described ...
Students nowadays are relatively confident in directly applying geometrical theorems and theories. N...
This paper presents a semi-automated methodology for generating geometric proof problems of the kind...