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Compact Kähler manifolds with compactifiable universal cover
With an appendix by Frédéric Campana (entitled "Abelianity, Iitaka and S conjectures"). 17 pages, no figure. -
Growth of balls in the universal cover of graphs and surfaces
This thesis deals with global Riemannian geometry without curvature assumptions and its link to topology, we focus on the maximal volume of balls of fixed radius in...
