Gregory Morris Nielson
Affiliations: | Arizona State University, Tempe, AZ, United States |
Area:
Geometric Modeling, VisualizationWebsite:
https://cidse.engineering.asu.edu/directory/nielson-gregory/Google:
"Gregory Nielson"Bio:
Parents
Sign in to add mentor| Robert E. Barnhill | grad student | 1970 | University of Utah | |
| (Surface Approximation and Data Smoothing Using Generalized Spline Functions.) | ||||
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Publications
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| Nielson GM, Zhang L, Lee K, et al. (2009) Spherical parameterization of marching cubes IsoSurfaces based upon nearest neighbor coordinates Journal of Computer Science and Technology. 24: 30-38 |
| Nielson GM. (2009) Normalized implicit eigenvector least squares operators for noisy scattered data: radial basis functions Computing. 86: 199-212 |
| Nielson GM, Hagen H, Lee K. (2007) Implicit fitting of point cloud data using radial hermite basis functions Computing. 79: 301-307 |
| Deines E, Bertram M, Mohring J, et al. (2006) Comparative visualization for wave-based and geometric acoustics. Ieee Transactions On Visualization and Computer Graphics. 12: 1173-80 |
| Nielson GM. (2004) Upsilon-quaternion splines for the smooth interpolation of orientations. Ieee Transactions On Visualization and Computer Graphics. 10: 224-9 |
| Nielson GM. (2003) On marching cubes Ieee Transactions On Visualization and Computer Graphics. 9: 283-297 |
| Nielson GM, Jung I. (1999) Tools for computing tangent curves for linearly varying vector fields over tetrahedral domains Ieee Transactions On Visualization and Computer Graphics. 5: 360-372 |
| Hagen H, Nielson G, Nakajima Y. (1996) Surface design using triangular patches Computer Aided Geometric Design. 13: 895-904 |
| Nielson GM, Brunet P, Gross M, et al. (1994) Research issues in data modeling for scientific visualization Ieee Computer Graphics and Applications. 14: 70-73 |
| Franke R, Hagen H, Nielson GM. (1994) Least Squares Surface Approximation to Scattered Data Using Multiquadric Functions Advances in Computational Mathematics. 2: 81-99 |