Properly embedded minimal surfaces with finite topology

  • Antonio Ros

    Universidad de Granada, Spain
Properly embedded minimal surfaces with finite topology cover

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Abstract

We present a synthesis of the situation as it now stands about the various moduli spaces of properly embedded minimal surfaces of finite topology in flat 3-manifolds. This family includes the case of minimal surfaces with finite total curvature in ℝ3 as well as singly, doubly and triply periodic minimal surfaces.