Caltech Department of Computer Science in conjunction with

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Date: 1999-02-23 16:37:58 Space Algebraic topology Geometric topology Wavelet Topology Mathematics Triangulation		Caltech Department of Computer Science in conjunction with Add to Reading List Source URL: multires.caltech.edu Download Document from Source Website File Size: 644,00 KB Share Document on Facebook

	Triangulation Numbers Caspar and Klug found that only some arrangements of subunits can form quasisymmetrical capsids. To explain this, they developed the concept DocID: 1vdSu - View Document
	CONSTRUCTING REGULAR TRIANGULATION VIA LOCAL TRANSFORMATIONS: THEORETICAL AND PRACTICAL ADVANCES MINGCEN GAO DocID: 1tLli - View Document
	AN O(n2 log n) TIME ALGORITHM FOR THE MINMAX ANGLE TRIANGULATION HERBERT EDELSBRUNNERy , TIOW SENG TANy AND ROMAN WAUPOTITSCHy Abstract. We show that a triangulation of a set of n points in the plane that minimizes the m DocID: 1tKLY - View Document
	Edge Insertion for Optimal Triangulations1 M. Bern2 , H. Edelsbrunner3 , D. Eppstein4 , S. Mitchell5 and T. S. Tan3 Abstract The edge-insertion paradigm improves a triangulation of a nite point set in <2 iteratively by DocID: 1tKcZ - View Document
	A QUADRATIC TIME ALGORITHM FOR THE MINMAX LENGTH TRIANGULATION HERBERT EDELSBRUNNER AND TIOW SENG TANy Abstract. We show that a triangulation of a set of n points in the plane that minimizes the maximum edge length can b DocID: 1tH3b - View Document