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More Complex Surfaces

2003
While objects like spheres and cones have allowed us to create elegant geometry from a small number of simple commands, we clearly need more flexible surfaces that will allow us to model a wider range of shapes. In this chapter we will introduce a number of surface types that allow you to create almost any form of object.
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Maps Between Complex Hyperbolic Surfaces

Geometriae Dedicata, 2003
The author studies examples of holomorphic mappings between complex hyperbolic surfaces that are not covering mappings. We note that, in this paper, a complex hyperbolic surface means a compact quotient of the unit ball in \(\mathbb{C}^2\). Those mappings induce homomorphisms on the fundamental groups that have infinite kernel.
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Onu-orv-complex surfaces

Archiv der Mathematik, 1985
Im reellen projektiven Raum \(P^ 3\) sei S eine auf Schmiegparameter u,v bezogene Fläche mit dem Projektivbogenelement \((\beta du^ 3+\gamma dv^ 3)/(2 du dv)\). Die Tangenten der Kurvenschar B du-A dv\(=0\) in S mit \(A\neq 0\), \(B\neq 0\), \(A_ v+\gamma B=B_ u+\beta A=0\) bilden eine W- Kongruenz (A,B), bei deren Ableitungsgleichungen weitere ...
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Complex Surface Representation

1997
The paper illustrates a method for automatic reconstruction of models of a piecewise smooth surface.
B. Crippa   +2 more
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Surface Complexation at (Hydr)Oxide Surfaces

1991
This chapter is concerned with some aspects of the interaction of oxide/hydroxide surfaces with electrolyte solutions. It specially covers interactions with hydrogen- and hydroxide ions, with metal ions (Lewis to the (hydr)oxide-water interface. It leads to an accumulation of matter at the interface without the development of a three dimensional ...
P. W. Schindler, G. Sposito
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Complex Algebraic Surfaces

1996
Developed over more than a century, and still an active area of research today, the classification of algebraic surfaces is an intricate and fascinating branch of mathematics. In this book Professor Beauville gives a lucid and concise account of the subject, following the strategy of F.
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Complex surfaces

1999
Robert Gompf, András Stipsicz
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Complex Surfaces and Coverings

2017
This chapter deals with complex surfaces and their finite coverings branched along divisors, that is, subvarieties of codimension 1. In particular, it considers coverings branched over transversally intersecting divisors. Applying this to linear arrangements in the complex projective plane, the chapter first blows up the projective plane at non ...
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Surface Complexation Modeling

Journal of Colloid and Interface Science, 1995
Lynn E. Katz, Kim F. Hayes
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