On special divisors and the two variable zeta function of algebraic curves over finite fields

G.R. Pellikaan

On special divisors and the two variable zeta function of algebraic curves over finite fields

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The gonality sequence of a plane curve is computed. A two variable zeta function for curves over a finite field is defined and the rationality and a functional equation are proved.

Originele taal-2	Engels
Titel	Arithmetic, Geometry and Coding Theory
Redacteuren	G.R. Pellikaan, M. Perret, S.G. Vladut
Plaats van productie	Berlijn
Uitgeverij	Walter de Gruyter GmbH
Pagina's	175-184
ISBN van geprinte versie	3-11-014616-9
Status	Gepubliceerd - 1996

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title = "On special divisors and the two variable zeta function of algebraic curves over finite fields",

abstract = "The gonality sequence of a plane curve is computed. A two variable zeta function for curves over a finite field is defined and the rationality and a functional equation are proved.",

author = "G.R. Pellikaan",

year = "1996",

language = "English",

isbn = "3-11-014616-9",

pages = "175--184",

editor = "G.R. Pellikaan and M. Perret and S.G. Vladut",

booktitle = "Arithmetic, Geometry and Coding Theory",

publisher = "Walter de Gruyter GmbH",

address = "Germany",

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TY - CHAP

T1 - On special divisors and the two variable zeta function of algebraic curves over finite fields

AU - Pellikaan, G.R.

PY - 1996

Y1 - 1996

N2 - The gonality sequence of a plane curve is computed. A two variable zeta function for curves over a finite field is defined and the rationality and a functional equation are proved.

AB - The gonality sequence of a plane curve is computed. A two variable zeta function for curves over a finite field is defined and the rationality and a functional equation are proved.

M3 - Chapter

SN - 3-11-014616-9

SP - 175

EP - 184

BT - Arithmetic, Geometry and Coding Theory

A2 - Pellikaan, G.R.

A2 - Perret, M.

A2 - Vladut, S.G.

PB - Walter de Gruyter GmbH

CY - Berlijn

ER -

On special divisors and the two variable zeta function of algebraic curves over finite fields

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