T. Bloom, L. Bos, N. Levenberg, S. Waldron
Published 2008-08-06Version 1
Using recent results of Berman and Boucksom we show that for a non-pluripolar compact set K in C^d and an admissible weight function w=e^{-\phi} any sequence of so-called optimal measures converges weak-* to the equilibrium measure \mu_{K,\phi} of (weighted) Pluripotential Theory for K,\phi.
Equdistribution and convergence speed for zeros of holomorphic sections of singular Hermitian line bundles
The convergence of discrete period matrices
The convergence of a sequence of polynomials and the distribution of their zeros
![QR code for arXiv:0808.0762 [math.CV]](http://oss.arxitics.com/images/favicon.svg)