Volumes of Line Bundles on Algebraic Varieties
Alex Wolfe, University of Michigan

We describe an invariant for line bundles L on an algebraic variety X, the volume, that is closely related to the Riemann-Roch problem. It descends to a continuous function on real homology classes of divisors on X, and a natural question is to compute what the function is and see what it tells us about X. We will give some answers to such questions for projective bundles.

Volumes of Line Bundles on Algebraic Varieties Alex Wolfe, University of Michigan

Volumes of Line Bundles on Algebraic Varieties
Alex Wolfe, University of Michigan