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Showing 1995 · hep-thShow all
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hep-th1995
A QFT approach to W_{1+infty}
B. N. Bakalov, L. S. Georgiev, I. T. Todorov
W_{1+infty} is defined as an infinite dimensional Lie algebra spanned by the unit operator and the Laurent modes of a series of local quasiprimary chiral fields V^l(z) of dimension…
hep-th1995★ 11 cited
Tau-functions as highest weight vectors for W_{1+infty} algebra
B. Bakalov, E. Horozov, M. Yakimov
For each r = (r_1, r_2,...,r_N) we construct a highest weight module M_r of the Lie algebra W_{1+infty}. The highest weight vectors are specific tau-functions of the N-th Gelfand--…