@book{facd8558c4974831aa40edfb712e5cab,

title = "The construction of Frobenius manifolds from KP tau-functions",

abstract = "Frobenius manifolds (solutions of WDVV equations) in canonical coordinates are determined by the system of Darboux-Egoroff equations. This system of partial differential equations appears as a specific subset of the n -component KP hierarchy. KP representation theory and the related Sato infinite Grassmannian are used to construct solutions of this Darboux-Egoroff system and the related Frobenius manifolds. Finally we show that for these solutions Dubrovin's isomonodromy tau-function can be expressed in the KP tau-function.",

keywords = "METIS-141309, IR-102320",

author = "{van de Leur}, J.W. and {van de Leur}, J.W. and Ruud Martini",

year = "1998",

language = "English",

series = "Memorandum Faculteit TW",

publisher = "Universiteit Twente",

number = "1456",

}