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1. CMB 2012 (vol 56 pp. 241)

Betsakos, Dimitrios; Pouliasis, Stamatis
 Versions of Schwarz's Lemma for Condenser Capacity and Inner Radius We prove variants of Schwarz's lemma involving monotonicity properties of condenser capacity and inner radius. Also, we examine when a similar monotonicity property holds for the hyperbolic metric. Keywords:condenser capacity, inner radius, hyperbolic metric, Schwarz's lemmaCategories:30C80, 30F45, 31A15

2. CMB 2011 (vol 55 pp. 242)

Cegrell, Urban
 Convergence in Capacity In this note we study the convergence of sequences of Monge-AmpÃ¨re measures $\{(dd^cu_s)^n\}$, where $\{u_s\}$ is a given sequence of plurisubharmonic functions, converging in capacity. Keywords:complex Monge-AmpÃ¨re operator, convergence in capacity, plurisubharmonic functionCategories:32U20, 31C15
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