Marian Neamtu (Mike)
Marian Neamtu (Mike)
Professor of Mathematics, Vanderbilt University
Verified email at - Homepage
Cited by
Cited by
Discriminative common vectors for face recognition
H Cevikalp, M Neamtu, M Wilkes, A Barkana
IEEE Transactions on pattern analysis and machine intelligence 27 (1), 4-13, 2005
Fitting scattered data on sphere-like surfaces using spherical splines
P Alfeld, M Neamtu, LL Schumaker
Journal of Computational and Applied Mathematics 73 (1), 5-43, 1996
Bernstein-Bézier polynomials on spheres and sphere-like surfaces
P Alfeld, M Neamtu, LL Schumaker
Computer Aided Geometric Design 13 (4), 333-349, 1996
Discriminative common vector method with kernels
H Cevikalp, M Neamtu, M Wilkes
IEEE Transactions on Neural Networks 17 (6), 1550-1565, 2006
Control curves and knot insertion for trigonometric splines
PE Koch, T Lyche, M Neamtu, LL Schumaker
Advances in Computational Mathematics 3 (4), 405-424, 1995
Error bounds for solving pseudodifferential equations on spheres by collocation with zonal kernels
TM Morton, M Neamtu
Journal of Approximation Theory 114 (2), 242-268, 2002
Designing NURBS cam profiles using trigonometric splines
M Neamtu, H Pottmann, LL Schumaker
Dimension and local bases of homogeneous spline spaces
P Alfeld, M Neamtu, LL Schumaker
SIAM Journal on Mathematical Analysis 27 (5), 1482-1501, 1996
Circular Bernstein-Bézier polynomials
P Alfeld, M Neamtu, LL Schumaker
Mathematical Methods for curves and surfaces, 11-20, 1995
Degenerate polynomial patches of degree 4 and 5 used for geometrically smooth interpolation in 3
M Neamtu, PR Pfluger
Computer Aided Geometric Design 11 (4), 451-474, 1994
On the approximation order of splines on spherical triangulations
M Neamtu, LL Schumaker
Advances in Computational Mathematics 21 (1-2), 3-20, 2004
What is the natural generalization of univariate splines to higher dimensions
M Neamtu
Mathematical methods for curves and surfaces, 355-392, 2001
The kernel common vector method: A novel nonlinear subspace classifier for pattern recognition
H Cevikalp, M Neamtu, A Barkana
IEEE Transactions on Systems, Man, and Cybernetics, Part B (Cybernetics) 37 …, 2007
Null spaces of differential operators, polar forms, and splines
D Gonsor, M Neamtu
journal of approximation theory 86 (1), 81-107, 1996
Approximation and geometric modeling with simplex B-splines associated with irregular triangles
S Auerbach, RHJG Meyling, M Neamtu, H Schaeben
Computer Aided Geometric Design 8 (1), 67-87, 1991
Delaunay configurations and multivariate splines: A generalization of a result of BN Delaunay
M Neamtu
Transactions of the American Mathematical Society 359 (7), 2993-3004, 2007
Some results for a class of generalized polynomials
S Morigi, M Neamtu
Advances in computational mathematics 12 (2-3), 133-149, 2000
Interpolation and approximation from convex sets
B Mulansky, M Neamtu
Journal of approximation theory 92 (1), 82-100, 1998
Bivariate simplex B-splines: A new paradigm
M Neamtu
Proceedings Spring Conference on Computer Graphics, 71-78, 2001
Manifold based local classifiers: Linear and nonlinear approaches
H Cevikalp, D Larlus, M Neamtu, B Triggs, F Jurie
Journal of Signal Processing Systems 61 (1), 61-73, 2010
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