Listar por autor "VICTOR MANUEL BAUTISTA ANCONA"
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A description of a Drinfeld module with class number h = 1 and rank 1
We work out in detail the Drinfeld module over the ring A = F2 [x, y] / (y2 + y = x3 + x + 1). The example in question is one of the four examples that come from quadratic imaginary fields with class number h = 1 and rank ... -
A description of a Drinfeld module with class number h=1 and rank 1
We work out in detail the Drinfeld module over the ring. The example in question is one of the four examples that come from quadratic imaginary fields with class number 1=h and rank one. We develop specific formulas for ... -
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El problema del logaritmo discreto. Caso de estudio: Certicom ECCP-79
Un reto planteado en criptografía se conoce como ECCp-79, una curva sobre un campo primo de 79 bits de tamaño. En 1997 Robert Harley y Wayne Baisley, lograron resolver dicho reto. El objetivo principal de este trabajo es ... -
Genus fields of cyclic l-extensions of rational function fields
We give a construction of genus fields for Kummer cyclic l–extensions of rational congruence function fields, l a prime number. First we find this genus field for a field contained in a cyclotomic function field using ... -
Imaginary quadratic function fields with ideal class group of prime exponent
For K, an imaginary quadratic extension of a rational function field over a finite field, in which the infinite place ramifies, we give necessary conditions (illustrating for exponent three) for the ideal class group to ... -
Imaginary quadratic function fields with ideal class group of prime exponent
For K, an imaginary quadratic extension of a rational function field over a finite field, in which the infinite place ramifies, we give necessary conditions (illustrating for exponent three) for the ideal class group to ... -
Index of maximality and goss zeta function
In this article, we define the index of maximality m(y) of a positive integer y, associated with the vanishing of certain power sums over Fq[T], related to the set Vm(y) of "valid" decompositions of y=X1+...+Xm of ... -
Sobre las funciones zeta y multizeta (I)
En este artículo definimos las funciones zeta y multizeta. Para las funciones zeta describimos algunas de sus propiedades, su continuación analítica, su ecuación funcional y la relación de sus ceros con los números de ... -