Semiinfinite cohomology of W algebras

Feb, 1993
15 pages
Part of $W$-Symmetry, 91-102
Published in:
  • Lett.Math.Phys. 29 (1993) 91-102
e-Print:
Report number:
  • USC-93-11,
  • ADP-93-200-M15

Citations per year

1993199820032008201102468
Abstract:
We generalize some of the standard homological techniques to \cW-algebras, and compute the semi-infinite cohomology of the \cW_3 algebra on a variety of modules. These computations provide physical states in \cW_3 gravity coupled to \cW_3 minimal models and to two free scalar fields.
  • algebra: W(3)
  • algebra: representation
  • cohomology
  • field theory: conformal
  • string model
  • phase space