fungsi nextline pada algoritma pemrograman

This archive is open for any geometer to publish new geometric models, or to browse this site for material to be used in education and research.

FUNGSI NEXT LINE PADA ALGORITMA PEMROGRAMAN ARCHIVE These geometry models cover a broad range of mathematical topics from geometry, topology, and to some extent from numerics.Ĭlick “Models” to see the full list of published models. FUNGSI NEXT LINE PADA ALGORITMA PEMROGRAMAN FULL See here for details on the submission and review process. Section: Survaces / Mean Curvature Surfaces Model 2006.04.001 by Udo Hertrich-Jeromin Discrete cmc-1 surfaces of revolution in hyperbolic space. Two members of the 1-parameter family of discrete catenoid cousins are shown. Surfaces of constant mean curvature (cmc) are special isothermic surfaces and various features of cmc surfaces can be interpreted in terms of the transformation theory of isothermic surfaces. Model 2005.11.001 by Udo Hertrich-Jeromin Lawson Family of a discrete Enneper surface. The model shows a discrete horospherical net from the 1-parameter family of a discrete Enneper net.

Model 2005.12.001 by Axel Werner Smallest non-trivial 2s2s-polytope.

Section: Discrete Mathematics / PolytopesĪ polytope P is k-simplicial if all its k-faces are simplices and it is h-simple if its dual polytope PΔ is h-simplicial. FUNGSI NEXT LINE PADA ALGORITMA PEMROGRAMAN FULL.FUNGSI NEXT LINE PADA ALGORITMA PEMROGRAMAN ARCHIVE.

Fungsi nextline pada algoritma pemrograman