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1)projective minimal surface,ÉäÓ°¼«Ð¡ÇúÃæ

2)affine minimal surface,·ÂÉ伫СÇúÃæ

3)projective surface,ÉäÓ°ÇúÃæ

4)minimal surface,¼«Ð¡ÇúÃæ

5)minimal surfaces,¼«Ð¡ÇúÃæ

6)minimal hypersurface,¼«Ð¡³¬ÇúÃæ

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MýÄius minimal surface in sphereS~n(1);

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About the general parametric solutions for minimal surface equations;

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Fairing Minimal Surface by 4-Point Interpolation Subpision Scheme;

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For the min-imal case,we show that there are numerable indefinitive compact minimal surfaces without bound-ary in this 1-parameter family of surfaces and all the other innumerable indefinitive surfaces in this1-parameter family of surfaces are comp.

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The theory of complete minimal surfaces in R~3 was a beautiful topic of differential geometry.

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Minimal surfaces is the surface whose average curvature is zero.

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We consider a solutionfof a certain Dirichlet Problem on a domain in an elliptic sphere¦¸,whose boundary is a minimal hypersurface and we prove a Poincare type inequality forf.

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Using moving frames method,the authors classify the semi symmetric hypersurfaces in a space N n +1 ( c )( c ¡Ù0, n ¡Ý3) with constant curvature,and prove the connected and compact semi symmetric minimal hypersurfaces in a unit sphere S n+1 (n ¡Ý3) are either totally geodesic or the clifford minimal hypersurfaces.

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Research on Modeling Minimal Surfaces Based on Weighted B-spline;

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Design of Rational B¨¦zier Minimal Surface: An Extension of Dirichlet Approach;

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Minimal Surfaces in the Minkowski-3-space

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A High-Order PDE Noise Removal Model Based on Minimal Surface

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Fairing Minimal Surface by 4-Point Interpolation Subpision Scheme;

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Construction of Minimal Surfaces in R¡«3 with Higher Winding Order Ends;

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Researches on Minimal Surfaces and Optimal Methods in CAD Systems;

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A Complete Minimal Surface between Two Parallel Planes in R¡«3;

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This paper investigates several equiyalent propositions of minimal curve surface by means of the Euler equation of calculus of variations.

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Minimal Hypersurfaces with Vanishing Gauss-Kronecker Curvature in R¡«4;

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THE SPECTRUM OF THE LAPLACIAN ON MINIMAL HYPERSURFACES IN A SPHERE;

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Equivariant Minimal S¡«3 with Constant Curvature in CP¡«3;

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Sectional Curvature of Compact Minimal Submanifolds of Locally Symmetric Manifolds;

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Quasi-Minimal Mean-Curvature-Variation Flow and its Application in G~2 Surface Modeling

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a romantic ballad that is pure corn

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Pitzer-Debye-Huckel Limiting Slopes for Water and Equations of Least-squares Camber Fitting

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Maximal Hypersurfaces with zero Gauss-Kronecker Curvature in the de Sitter Space S_1~4;

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A Study of The Extreme Value Problem of Bezier Curve and Curve Surface;

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