Quite often is possible to discover alternative way to define a geometric locus which is totally different from the original one. When this is possible we obtain new interesting insight on the geometric object analogous at the improvement achieved when different ways to prove a given theorem are discovered. The purpose of our article is to describe some well-known loci using an alternative approach
The differential equations which model the action of selection and recombination are nonlinear equat...
In this paper we present a geometric model for a proposal of axiomatization of Evolution Theory. For...
Includes bibliographical references.Includes illustrations.The major objective of a unit prepared co...
Quite often is possible to discover alternative way to define a geometric locus which is totally dif...
The history of Mathematics is full of discoveries of geometric loci. Many of them began famous since...
We describe here a properly recent application of the Gröbner Cover algorithm (GC) providing an alge...
Although there have been several mathematical formulations of multilocus segregation, multilocus gen...
The techniques of distance geometry, which generate coordinates from observed interpoint distances, ...
Abstract. Geometric crossover is a representation-independent generalization of traditional crossove...
<div>The principal results presented in this thesis are Theorems 1 and 2 in ¶2.1, both of which are ...
Dynamic Geometry (DG) offers new possibilities for the investigation of loci. The two functions &quo...
The geometric aspects of Burmester theory, as used in planar four-bar linkage synthesis, are examine...
In this article we apply the classical method of focal loci of families to give a lower bound for th...
In this expository work we describe the main aspects of the so-called Phylogenetic Algebraic Geometr...
This paper explores genealogy through a focus on what I describe as the idea of genealogical related...
The differential equations which model the action of selection and recombination are nonlinear equat...
In this paper we present a geometric model for a proposal of axiomatization of Evolution Theory. For...
Includes bibliographical references.Includes illustrations.The major objective of a unit prepared co...
Quite often is possible to discover alternative way to define a geometric locus which is totally dif...
The history of Mathematics is full of discoveries of geometric loci. Many of them began famous since...
We describe here a properly recent application of the Gröbner Cover algorithm (GC) providing an alge...
Although there have been several mathematical formulations of multilocus segregation, multilocus gen...
The techniques of distance geometry, which generate coordinates from observed interpoint distances, ...
Abstract. Geometric crossover is a representation-independent generalization of traditional crossove...
<div>The principal results presented in this thesis are Theorems 1 and 2 in ¶2.1, both of which are ...
Dynamic Geometry (DG) offers new possibilities for the investigation of loci. The two functions &quo...
The geometric aspects of Burmester theory, as used in planar four-bar linkage synthesis, are examine...
In this article we apply the classical method of focal loci of families to give a lower bound for th...
In this expository work we describe the main aspects of the so-called Phylogenetic Algebraic Geometr...
This paper explores genealogy through a focus on what I describe as the idea of genealogical related...
The differential equations which model the action of selection and recombination are nonlinear equat...
In this paper we present a geometric model for a proposal of axiomatization of Evolution Theory. For...
Includes bibliographical references.Includes illustrations.The major objective of a unit prepared co...