Braid Group Techniques in Complex Geometry IV: Braid Monodromy of the Branch Curve S3 of V3 → CP2 and application to Π1(CP2 − S3, ∗)

MOISHEZON BORIS; M. Teicher

Braid Group Techniques in Complex Geometry IV: Braid Monodromy of the Branch Curve S3 of V3 → CP2 and application to Π1(CP2 − S3, ∗)

MOISHEZON BORIS, M. Teicher

Department of Mathematics

Research output: Chapter in Book/Report/Conference proceeding › Chapter › peer-review

Original language	American English
Title of host publication	Contemporary Mathematics
Pages	333-358
Volume	162
State	Published - 1994

Bibliographical note

This work is a continuation of our articles “Braid group techniques
in complex geometry I, II, III.” We consider here the Veronese surface of order 3,
V3 and compute the braid monodromy of S3, the branch curve of V3 → CP2
. We
accomplish this by using the projective degeneration introduced in “Braid group
techniques III” and the algorithms introduced in “Braid group techniques I, II.”

Cite this

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title = "Braid Group Techniques in Complex Geometry IV: Braid Monodromy of the Branch Curve S3 of V3 → CP2 and application to Π1(CP2 − S3, ∗)",

author = "MOISHEZON BORIS and M. Teicher",

note = "This work is a continuation of our articles “Braid group techniques in complex geometry I, II, III.” We consider here the Veronese surface of order 3, V3 and compute the braid monodromy of S3, the branch curve of V3 → CP2 . We accomplish this by using the projective degeneration introduced in “Braid group techniques III” and the algorithms introduced in “Braid group techniques I, II.”",

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AU - Teicher, M.

N1 - This work is a continuation of our articles “Braid group techniques in complex geometry I, II, III.” We consider here the Veronese surface of order 3, V3 and compute the braid monodromy of S3, the branch curve of V3 → CP2 . We accomplish this by using the projective degeneration introduced in “Braid group techniques III” and the algorithms introduced in “Braid group techniques I, II.”

PY - 1994

Y1 - 1994

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SP - 333

EP - 358

BT - Contemporary Mathematics

ER -

Braid Group Techniques in Complex Geometry IV: Braid Monodromy of the Branch Curve S3 of V3 → CP2 and application to Π1(CP2 − S3, ∗)

Bibliographical note

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