Add to ORKGAbstract:- Compass-and-straightedge constructions have a long tradition and still are of very genuine mathematical interest [1]. Some recent results in the geometry of conics with remarkable constructive and engineering applications [2] also suggest original constructions to obtain the radius of curvature of conics at any given point using compass and straightedge alone. Three versions of the method are presented with figures, descriptions of constructive steps, and justifications of their exactitude to solve the problem stated
In this paper a new algorithm to compute thc cuclidean distance from a point to a conie is presented...
An example of how to find the curvature and the radius curvature at a particular point of a curve wh...
The circles of curvature are the circles that approximate the curve at each point of the curve. The ...
Conics are relevant in many undergraduate course on classical physics, from free fall to Rutherford ...
Conics are relevant in many undergraduate course on classical physics, from free fall to Rutherford ...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
textConics and Geometry is a report that focuses on the development of new approaches in mathematics...
In this paper, the available formulae for the curvature of plane curve are reviewed not only for the...
Abstract. The first derivative is about approximation by a linear object. Curvature is a measure of ...
The purpose of this paper is to extend the construction suggested by L. Crelier to the case of conic...
The whole of plane geometry is based on two figures,the straight line and the circle. Both these fig...
In this paper a new algorithm to compute thc cuclidean distance from a point to a conie is presented...
An example of how to find the curvature and the radius curvature at a particular point of a curve wh...
The circles of curvature are the circles that approximate the curve at each point of the curve. The ...
Conics are relevant in many undergraduate course on classical physics, from free fall to Rutherford ...
Conics are relevant in many undergraduate course on classical physics, from free fall to Rutherford ...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
It is well-known to be impossible to trisect an arbitrary angle and duplicate an arbitrary cube by a...
textConics and Geometry is a report that focuses on the development of new approaches in mathematics...
In this paper, the available formulae for the curvature of plane curve are reviewed not only for the...
Abstract. The first derivative is about approximation by a linear object. Curvature is a measure of ...
The purpose of this paper is to extend the construction suggested by L. Crelier to the case of conic...
The whole of plane geometry is based on two figures,the straight line and the circle. Both these fig...
In this paper a new algorithm to compute thc cuclidean distance from a point to a conie is presented...
An example of how to find the curvature and the radius curvature at a particular point of a curve wh...
The circles of curvature are the circles that approximate the curve at each point of the curve. The ...