A. Giveon and E. Witten, Mirror Symmetry as a Gauge Symmetry, Phys. Lett. 332B (1994) 44--50.

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Towards Mirror Symmetry As Duality For Two Dimensional.. - David Morrison (1995)   (1 citation)  (Correct)

....and chiral charged fields, the Lagrange multipliers mentioned above will be twisted chiral fields, and will appear in the twisted superpotential as b Sigma. Thus the dual variables will naturally be twisted chiral 21 , as expected for the mirror model. This idea was pursued in Refs. [22,23,24,25], and in special cases leads to an interpretation of mirror symmetry as abelian duality. In the general case, however, the approach runs into difficulties. The most obvious one is that a generic Calabi Yau manifold M has no isometries, hence the associated two dimensional CFT lacks suitable ....

A. Giveon and E. Witten, Mirror Symmetry as a Gauge Symmetry, Phys. Lett. 332B (1994) 44--50.

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