Abstract
It is demonstrated that if C is smooth curve of degree d>2g + 1 in P{sub 3}, the curve T of trisecants to C considered immerged in the variety C{sub 3} of divisors of 3 degree in C, is connected. 5 refs.
Citation Formats
Laytimi, F.
Trisecant curves to a smooth curve in P{sub 3} of degree d>2g + 1; Courbe des trisecantes a une courbe lisse de P{sub 3} de degre d>2g + 1.
IAEA: N. p.,
1992.
Web.
Laytimi, F.
Trisecant curves to a smooth curve in P{sub 3} of degree d>2g + 1; Courbe des trisecantes a une courbe lisse de P{sub 3} de degre d>2g + 1.
IAEA.
Laytimi, F.
1992.
"Trisecant curves to a smooth curve in P{sub 3} of degree d>2g + 1; Courbe des trisecantes a une courbe lisse de P{sub 3} de degre d>2g + 1."
IAEA.
@misc{etde_10157374,
title = {Trisecant curves to a smooth curve in P{sub 3} of degree d>2g + 1; Courbe des trisecantes a une courbe lisse de P{sub 3} de degre d>2g + 1}
author = {Laytimi, F}
abstractNote = {It is demonstrated that if C is smooth curve of degree d>2g + 1 in P{sub 3}, the curve T of trisecants to C considered immerged in the variety C{sub 3} of divisors of 3 degree in C, is connected. 5 refs.}
place = {IAEA}
year = {1992}
month = {Feb}
}
title = {Trisecant curves to a smooth curve in P{sub 3} of degree d>2g + 1; Courbe des trisecantes a une courbe lisse de P{sub 3} de degre d>2g + 1}
author = {Laytimi, F}
abstractNote = {It is demonstrated that if C is smooth curve of degree d>2g + 1 in P{sub 3}, the curve T of trisecants to C considered immerged in the variety C{sub 3} of divisors of 3 degree in C, is connected. 5 refs.}
place = {IAEA}
year = {1992}
month = {Feb}
}