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Searching for authors named Jorge Stolfi – sorted by Relevance.

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  • Non-Homogeneous Spline Bases for Approximation on the Sphere  
  • by Anamaria Gomide, Anamaria Gomide, Jorge Stolfi, Jorge Stol, Resp H — 2000
  • …A spherical polynomial is the restriction to the sphere S^2 of a polynomial in the three coordinates (x,y,z) of R^3. Let T be an arbitrary triangulation on the sphere, and let P^d_k[T]/S^2 (resp H^d_k[T]/S^2) be the space of all C_k-continuous functions f from S^2 to R such that the restriction of f…
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  • Non-Homogeneous Polynomials C k Splines on the Sphere S n  
  • by Anamaria Gomide, Anamaria Gomide, Jorge Stolfi, Jorge Stol — 2000 — In Lecture Notes in Computer Science 1380: Proc. LATIN'98 - Latin American Theoretical Informatics Conference
  • …A homogeneous spherical polynomial (HSP) is the restriction to the sphere S^{n-1} of a homogeneous polynomial on the cartesian coordinates x_1,x_2,..x_n of R^n. A homogeneous spherical spline is a function that is an HSP within each element of a geodesic triangulation of S{n-1}. There has been consi…
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