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Paun, Mihai

/ School of Mathematics

Several Complex Variables

Mihai Paun is interested in problems arising from global complex geometry. The main techniques used to treat these questions have their origin in several complex variables and partial differential equations. In this spirit, he has obtained (jointly with Jean-Pierre Demailly) a numerical characterization of the Kaehler cone of a compact manifold; this result parallels the celebrated Nakai-Moishezon criteria in algebraic geometry.
His current research concerns the extension properties of twisted pluricanonical forms (with applications to birational geometry) and also the analysis of complex Kaehler manifolds endowed with conic singularities metrics.

  • 8/2012- present Professor, Korea Institute for Advanced Study, Korea
  • 9/2005- 7/2012 Professor, Université de Nancy, France
  • 9/1998-8/2005 Assistant Professor, Université de Strasbourg, France
  • 1998: PhD (advisor Jean-Pierre Demailly), Université de Grenoble, France
  • Prize
  • Invited address at the International Congress of Mathematicians for a 45' talk, India 2010.
  • Junior fellow of the
  • KIAS scholar, 2009-2012.
  • Prize
  • Office:1540 / TEL) 82-2-958-3892 / FAX) 82-2-958-3786
  • School of Mathematics, Korea Institute for Advanced Study
    85 Hoegiro, Dongdaemun-gu, Seoul 02455, Korea
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