Splitting strings on integrable backgrounds
Vicedo, B.
(2011)
Splitting strings on integrable backgrounds.
ISSN 1126-6708
Using integrability we reduce the problem of constructing general classical splitting string solutions on R×S3 to a series of Birkhoff factorization problems. Namely, given any incoming string solution satisfying a necessary self-intersection property at some given instant in time, we use the integrability of the worldsheet σ-model to implicitly construct the pair of outgoing strings resulting from a split. The solution for each outgoing string is expressed recursively through a sequence of dressing transformations with parameters determined by the solutions to Birkhoff factorization problems in an appropriate real form of the loop group of SL2(C).
Item Type | Article |
---|---|
Divisions | ?? sbu_spam ?? |
Date Deposited | 18 Nov 2024 11:46 |
Last Modified | 18 Nov 2024 11:46 |
Share this file
Downloads