Add to ORKGWu’s Method for proving geometric theorems is well known. We investigate the underlying algorithms involved, including the concepts of pseudodivision, Ritt’s Principle and Ritt’s Decomposition algorithm. A simple implementation for these algorithms in Maple is presented, which we then use to prove a few simple geometric theorems to illustrate the method
[[abstract]]Geometry has long been a nightmare for both instructors and students. This research focu...
This paper presents a semi-automated methodology for generating geometric proof problems of the kind...
In this paper we present a new approach to automated geometry theorem proving that is based on Buchb...
Abstract: Wu’s Method for proving geometric theorems is well known. We inves-tigate the underlying a...
Mechanical theorem proving in geometry plays an important role in the research of automated reasonin...
In 1977 Wu Wen-tsiin discovered an efficient method for mechanical theorem proving. This method has ...
AbstractAlgebraic geometric reasoning by the Gröbner basis method and Wu's method has been shown to ...
Abstract. We present a set of rules based on full-angles as the basis of automated geometry theorem ...
Colloque avec actes et comité de lecture. internationale.International audienceGEOTHER provides an e...
Article dans revue scientifique avec comité de lecture.International audienceThis article presents o...
Abstract. Wu’s method on mechanical theorem proving in geometries is a well-known method. Ordering o...
AbstractThe geometry language's formalization finally produces a group of expression, in fact, it is...
This doctoral thesis addresses one major difficulty in formal proof: removing obstructions to intui...
[[abstract]]Many students do not perform well in geometry theorem proving. Researchers indicated tha...
We describe our ongoing project of formalization of algebraic methods for geometry theorem proving (...
[[abstract]]Geometry has long been a nightmare for both instructors and students. This research focu...
This paper presents a semi-automated methodology for generating geometric proof problems of the kind...
In this paper we present a new approach to automated geometry theorem proving that is based on Buchb...
Abstract: Wu’s Method for proving geometric theorems is well known. We inves-tigate the underlying a...
Mechanical theorem proving in geometry plays an important role in the research of automated reasonin...
In 1977 Wu Wen-tsiin discovered an efficient method for mechanical theorem proving. This method has ...
AbstractAlgebraic geometric reasoning by the Gröbner basis method and Wu's method has been shown to ...
Abstract. We present a set of rules based on full-angles as the basis of automated geometry theorem ...
Colloque avec actes et comité de lecture. internationale.International audienceGEOTHER provides an e...
Article dans revue scientifique avec comité de lecture.International audienceThis article presents o...
Abstract. Wu’s method on mechanical theorem proving in geometries is a well-known method. Ordering o...
AbstractThe geometry language's formalization finally produces a group of expression, in fact, it is...
This doctoral thesis addresses one major difficulty in formal proof: removing obstructions to intui...
[[abstract]]Many students do not perform well in geometry theorem proving. Researchers indicated tha...
We describe our ongoing project of formalization of algebraic methods for geometry theorem proving (...
[[abstract]]Geometry has long been a nightmare for both instructors and students. This research focu...
This paper presents a semi-automated methodology for generating geometric proof problems of the kind...
In this paper we present a new approach to automated geometry theorem proving that is based on Buchb...