The Brill-Segre formula for families of curves
Research output: Chapter in Book/Report/Conference proceeding › Book chapter › Research
Standard
The Brill-Segre formula for families of curves. / Thorup, Anders; Laksov, Dan.
Enummerative algebraic geometry; Proceeding of the 1989 Zeuten symposium. Providence, Rhode Island : AMS, 1991. p. 131-148.Research output: Chapter in Book/Report/Conference proceeding › Book chapter › Research
Harvard
Thorup, A & Laksov, D 1991, The Brill-Segre formula for families of curves. in Enummerative algebraic geometry; Proceeding of the 1989 Zeuten symposium. AMS, Providence, Rhode Island, pp. 131-148.
APA
Thorup, A., & Laksov, D. (1991). The Brill-Segre formula for families of curves. In Enummerative algebraic geometry; Proceeding of the 1989 Zeuten symposium (pp. 131-148). AMS.
Vancouver
Thorup A, Laksov D. The Brill-Segre formula for families of curves. In Enummerative algebraic geometry; Proceeding of the 1989 Zeuten symposium. Providence, Rhode Island: AMS. 1991. p. 131-148
Author
Bibtex
@inbook{fb7b8f4074d011dbbee902004c4f4f50,
title = "The Brill-Segre formula for families of curves",
abstract = "Matematik, algebraisk geometri",
author = "Anders Thorup and Dan Laksov",
year = "1991",
language = "English",
pages = "131--148",
booktitle = "Enummerative algebraic geometry; Proceeding of the 1989 Zeuten symposium",
publisher = "AMS",
}
RIS
TY - CHAP
T1 - The Brill-Segre formula for families of curves
AU - Thorup, Anders
AU - Laksov, Dan
PY - 1991
Y1 - 1991
N2 - Matematik, algebraisk geometri
AB - Matematik, algebraisk geometri
M3 - Book chapter
SP - 131
EP - 148
BT - Enummerative algebraic geometry; Proceeding of the 1989 Zeuten symposium
PB - AMS
CY - Providence, Rhode Island
ER -
ID: 303014