Quillen determinant line bundle
In mathematics, the Quillen determinant line bundle is a
Cauchy–Riemann operators of a vector bundle over a Riemann surface, introduced by Quillen (1985). Quillen proved the existence of the Quillen metric on the determinant line bundle, a Hermitian metric defined using the analytic torsion
of a family of differential operators.
See also
References
- MR 0783704
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