Add to ORKGConsiglio Nazionale delle Ricerche (CNR). Biblioteca Centrale / CNR - Consiglio Nazionale delle RichercheSIGLEITItal
An algebraic curve is a curve defined over by polynomial equations with coefficients in a given fiel...
In this article we apply the classical method of focal loci of families to give a lower bound for th...
An algebraic curve is a curve defined over by polynomial equations with coefficients in a given fiel...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 Rome / CNR - Consiglio ...
This survey discusses algorithms and explicit calculations for curves of genus at least 2 and their...
A Teoria das curvas algébricas sobre corpos finitos é de fundamental importância para a matemática e...
We prove t h a t if f: Y ~ X is a finite fiat m o r p h i s m be tween two r educed absolute ly i rr...
Any curve of genus 3 can be represented as a plane quartic curve. The question of the maximum number...
AbstractThis note contains general remarks concerning finite fields over which a so-called maximal, ...
This is a survey on recent results on counting of curves over finite fields. It reviews various resu...
AbstractIn this work we study the properties of maximal and minimal curves of genus 3 over finite fi...
1 Questions about curves (i) What is meant by the ‘number of points ’ on a curve? (ii) What is the n...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
Abstract: We present a table containing the maximal number of rational points on a genus 3 curve ove...
RESUMEN: El objetivo principal de la presente memoria es el estudio de las curvas algebraicas planas...
An algebraic curve is a curve defined over by polynomial equations with coefficients in a given fiel...
In this article we apply the classical method of focal loci of families to give a lower bound for th...
An algebraic curve is a curve defined over by polynomial equations with coefficients in a given fiel...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7 Rome / CNR - Consiglio ...
This survey discusses algorithms and explicit calculations for curves of genus at least 2 and their...
A Teoria das curvas algébricas sobre corpos finitos é de fundamental importância para a matemática e...
We prove t h a t if f: Y ~ X is a finite fiat m o r p h i s m be tween two r educed absolute ly i rr...
Any curve of genus 3 can be represented as a plane quartic curve. The question of the maximum number...
AbstractThis note contains general remarks concerning finite fields over which a so-called maximal, ...
This is a survey on recent results on counting of curves over finite fields. It reviews various resu...
AbstractIn this work we study the properties of maximal and minimal curves of genus 3 over finite fi...
1 Questions about curves (i) What is meant by the ‘number of points ’ on a curve? (ii) What is the n...
This note contains general remarks concerning finite fields over which a so-called maximal, hyperell...
Abstract: We present a table containing the maximal number of rational points on a genus 3 curve ove...
RESUMEN: El objetivo principal de la presente memoria es el estudio de las curvas algebraicas planas...
An algebraic curve is a curve defined over by polynomial equations with coefficients in a given fiel...
In this article we apply the classical method of focal loci of families to give a lower bound for th...
An algebraic curve is a curve defined over by polynomial equations with coefficients in a given fiel...