The Geometry and Conformal Structure of Properly Embedded Minimal Surfaces of Finite Topology in IR3
Meeks III, William H.
The Geometry and Conformal Structure of Properly Embedded Minimal Surfaces of Finite Topology in IR3 - U.S.A : 1993 - 535 páginas
1.Entropy-rigidity of locally symmetric space of negative curvature. 2.The theory of triply periodic minimal surfaces. 3.The topology and geometry of embedded surfaces of constant mean curvature. 4.Existence and regularity of embedded disks. 5.A complete embedded minimal surface in R3 with genus one and three ends. 6.The classification of complete minimal surfaces in R3 with total curvature greater than.
fcnm2651
516.1I/M36
The Geometry and Conformal Structure of Properly Embedded Minimal Surfaces of Finite Topology in IR3 - U.S.A : 1993 - 535 páginas
1.Entropy-rigidity of locally symmetric space of negative curvature. 2.The theory of triply periodic minimal surfaces. 3.The topology and geometry of embedded surfaces of constant mean curvature. 4.Existence and regularity of embedded disks. 5.A complete embedded minimal surface in R3 with genus one and three ends. 6.The classification of complete minimal surfaces in R3 with total curvature greater than.
fcnm2651
516.1I/M36