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Callahan, M.1
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The structure of singly-periodic minimal surfaces
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M. Callahan, D. Hoffman & W.H. Meeks III, The structure of singly-periodic minimal surfaces, Invent. Math. 99 (1990) 455-481.
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The ordering theorem for the ends of properly embedded minimal surfaces
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C. Frohman & W.H. Meeks III, The ordering theorem for the ends of properly embedded minimal surfaces, Topology 36(3) (1997) 605-617.
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Topology
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The asymptotic behavior of properly embedded minimal surfaces of finite topology
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D. Hoffman & W.H. Meeks III, The asymptotic behavior of properly embedded minimal surfaces of finite topology, J. Am. Math. Soc. 2(4) (1989) 667-681.
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The topology of complete minimal surfaces of finite total Gaussian curvature
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Topology
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Jorge, L.1
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Lopez, F.J.1
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Uniqueness of the Riemann minimal examples
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W.H. Meeks III, J. Perez & A. Ros, Uniqueness of the Riemann minimal examples, Invent. Math. 131 (1998) 107-132.
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The geometry of minimal surfaces of finite genus I: Curvature estimates and quasiperiodicity
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to appear
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W.H. Meeks III, J. Perez & A. Ros, The geometry of minimal surfaces of finite genus I: curvature estimates and quasiperiodicity, J. Differential Geometry, to appear.
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J. Differential Geometry
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The geometry of minimal surfaces of finite genus II: Nonexistence of one limit end examples
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to appear
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W.H. Meeks III, J. Perez & A. Ros, The geometry of minimal surfaces of finite genus II: nonexistence of one limit end examples, Invent. Math., to appear.
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Invent. Math
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16
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The uniqueness of the helicoid and the asymptotic geometry of properly embedded minimal surfaces with finite topology
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to appear
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W.H. Meeks III & H. Rosenberg, The uniqueness of the helicoid and the asymptotic geometry of properly embedded minimal surfaces with finite topology, Ann. Math., to appear.
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Ann. Math
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Meeks, W.H.1
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The geometry and conformal structure of properly embedded minimal surfaces of finite topology in R3
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3, Invent. Math. 114 (1993) 625-639.
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Meeks, W.H.1
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R. Schoen, Uniqueness, symmetry, and embeddedness of minimal surfaces, J. Differential Geometry 18 (1983) 791-809.
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Lectures on geometric measure theory
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Australian National University, Canberra, Australia
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L. Simon, Lectures on geometric measure theory, in ‘Proceedings of the Center for Mathematical Analysis’, Vol. 3, Australian National University, Canberra, Australia, 1983.
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