KASS-seminarium

Abstrakt finns enbart på engelska: Given closed positive (1,1) currents T_1,…,T_n on a compact Kähler manifold, the mixed volume is monotone with respect to the singularity types of the currents. We give a quantitative formula expressing the monotonicity in terms of the differences of the Lelong numbers and the restricted volumes of certain b-divisors. Our result gives a systematic way of deriving new inequalities of movable intersection products and non-pluripolar products.