Add to ORKGThe purpose of this thesis is to take a special case of Dr. Pettit\u27s method of generating a Higher Plane Curve described in Chapter 1 and show what type of curve is thus generated. Also, to find the types of singularities that may exist and to construct curves with different types of singularities as well as the tangents at these points
AbstractThis paper describes a method of producing projective curves with easily computed Hilbert fu...
In this paper, we classify rational plane septic curves. Moreover, new examples and a complete list ...
We compute the singular points of a plane rational curve, parametrically given, using the implicitiz...
We gather experimental evidence related to the question of deciding whether a smooth plane quartic c...
We study the rational projective nodal plane curves in the projective plane P2(C) by using the Ferma...
[[abstract]]The MacTutor History of Mathematics archive (http://www-history.mcs.st-and.ac.uk/history...
Any curve of genus 3 can be represented as a plane quartic curve. The question of the maximum number...
Abstract. We present a framework for constructing examples of smooth projective curves over number f...
Any curve of genus 3 can be represented as a plane quartic curve. The question of the maximum number...
ABSTRACT. Classification theory and the study of projective varieties which are covered by rational ...
The first Plücker formula from algebraic geometry gives the class of an algebraic curve in terms of ...
Thesis (M.A.)--University of Illinois, 1916.Typescript.Includes bibliographical references (leaf [46...
The first Plücker formula from algebraic geometry gives the class of an algebraic curve in terms of ...
There are thirteen types of singular points for irreducible real quartic curves and seventeen types ...
Abstract. A smooth quartic curve in the complex projective plane has 36 inequivalent representations...
AbstractThis paper describes a method of producing projective curves with easily computed Hilbert fu...
In this paper, we classify rational plane septic curves. Moreover, new examples and a complete list ...
We compute the singular points of a plane rational curve, parametrically given, using the implicitiz...
We gather experimental evidence related to the question of deciding whether a smooth plane quartic c...
We study the rational projective nodal plane curves in the projective plane P2(C) by using the Ferma...
[[abstract]]The MacTutor History of Mathematics archive (http://www-history.mcs.st-and.ac.uk/history...
Any curve of genus 3 can be represented as a plane quartic curve. The question of the maximum number...
Abstract. We present a framework for constructing examples of smooth projective curves over number f...
Any curve of genus 3 can be represented as a plane quartic curve. The question of the maximum number...
ABSTRACT. Classification theory and the study of projective varieties which are covered by rational ...
The first Plücker formula from algebraic geometry gives the class of an algebraic curve in terms of ...
Thesis (M.A.)--University of Illinois, 1916.Typescript.Includes bibliographical references (leaf [46...
The first Plücker formula from algebraic geometry gives the class of an algebraic curve in terms of ...
There are thirteen types of singular points for irreducible real quartic curves and seventeen types ...
Abstract. A smooth quartic curve in the complex projective plane has 36 inequivalent representations...
AbstractThis paper describes a method of producing projective curves with easily computed Hilbert fu...
In this paper, we classify rational plane septic curves. Moreover, new examples and a complete list ...
We compute the singular points of a plane rational curve, parametrically given, using the implicitiz...