Add to ORKGIn this paper, we classify rational plane septic curves. Moreover, new examples and a complete list of rational irreducible projective plane curves of type (7,4,1) are given. Furthermore, we proved that such curves are transformable into a line by means of Cremona transformations
AbstractWe compute the number of rational degree d plane curves having prescribed fixed and moving c...
The families of smooth rational surfaces in P"4 have been classified in degree #<=# 10. All ...
O objetivo deste trabalho é estudar as curvas algebróides planas. O Teorema de Newton-Puiseux permit...
AbstractIn this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreduci...
In this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreducible proj...
AbstractIn this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreduci...
We compute the singular points of a plane rational curve, parametrically given, using the implicitiz...
AbstractWe compute the singular points of a plane rational curve, parametrically given, using the im...
This thesis studies rational curves in the complex projective plane that are homeo-morphic to their ...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mathematics, 2014.18Cataloged f...
49 pages, many figures. Comments are welcomeWe classify rational cuspidal curves of degrees 6 and 7 ...
A cuspidal curve is a complex curve having only unibranch singularities. In my talk I will report ...
A cuspidal curve is a complex curve having only unibranch singularities. In my talk I will report ...
AbstractIt is well known that irreducible algebraic plane curves having a singularity of maximum mul...
The purpose of this thesis is to take a special case of Dr. Pettit\u27s method of generating a Highe...
AbstractWe compute the number of rational degree d plane curves having prescribed fixed and moving c...
The families of smooth rational surfaces in P"4 have been classified in degree #<=# 10. All ...
O objetivo deste trabalho é estudar as curvas algebróides planas. O Teorema de Newton-Puiseux permit...
AbstractIn this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreduci...
In this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreducible proj...
AbstractIn this paper, we extend the Yang’s list of reduced sextic plane curves to rational irreduci...
We compute the singular points of a plane rational curve, parametrically given, using the implicitiz...
AbstractWe compute the singular points of a plane rational curve, parametrically given, using the im...
This thesis studies rational curves in the complex projective plane that are homeo-morphic to their ...
Thesis: Ph. D., Massachusetts Institute of Technology, Department of Mathematics, 2014.18Cataloged f...
49 pages, many figures. Comments are welcomeWe classify rational cuspidal curves of degrees 6 and 7 ...
A cuspidal curve is a complex curve having only unibranch singularities. In my talk I will report ...
A cuspidal curve is a complex curve having only unibranch singularities. In my talk I will report ...
AbstractIt is well known that irreducible algebraic plane curves having a singularity of maximum mul...
The purpose of this thesis is to take a special case of Dr. Pettit\u27s method of generating a Highe...
AbstractWe compute the number of rational degree d plane curves having prescribed fixed and moving c...
The families of smooth rational surfaces in P"4 have been classified in degree #<=# 10. All ...
O objetivo deste trabalho é estudar as curvas algebróides planas. O Teorema de Newton-Puiseux permit...