# keywords[]
4903 Numerical And Computational Mathematics

# keywords[]
4903 Numerical And Computational Mathematics

# educationAndTraining[].organization.label
University of Alberta - (Edmonton, Alberta, Canada)

# educationAndTraining[].organization.label
Indian Institute of Technology Madras - (Chennai, Tamil Nadu, India)

# publications[].label
CONCERNING THE LINEAR-DEPENDENCE OF INTEGER TRANSLATES OF EXPONENTIAL BOX SPLINES

# publications[].label
The approximation order of box spline spaces

# publications[].label
ON UNIVARIATE CARDINAL INTERPOLATION BY SHIFTED SPLINES

# publications[].label
SCHOENBERG EXPONENTIAL EULER SPLINE CURVES

# publications[].label
ON THE LINEAR INDEPENDENCE OF INTEGER TRANSLATES OF BOX SPLINES WITH RATIONAL DIRECTIONS

# publications[].label
Nonuniform Sampling and Recovery of Multidimensional Bandlimited Functions by Gaussian Radial-Basis Functions

# publications[].label
ON BIVARIATE CARDINAL INTERPOLATION BY SHIFTED SPLINES ON A 3-DIRECTION MESH

# publications[].label
On the sampling and recovery of bandlimited functions via scattered translates of the Gaussian

# publications[].label
A note on the Gaussian cardinal-interpolation operator

# publications[].label
Stability results for scattered-data interpolation on Euclidean spheres

# publications[].label
ON CONDITION NUMBERS ASSOCIATED WITH RADIAL-FUNCTION INTERPOLATION

# publications[].label
Gaussian radial-basis functions: Cardinal interpolation of l(p) and power-growth data

# publications[].label
ON THE LEAST-SQUARES FIT BY RADIAL FUNCTIONS TO MULTIDIMENSIONAL SCATTERED DATA

# publications[].label
LEAST-SQUARES APPROXIMATION BY RADIAL FUNCTIONS

# publications[].publisher
Society for Industrial & Applied Mathematics (SIAM)

# publications[].label
On cardinal interpolation by Gaussian radial-basis functions: Properties of fundamental functions and estimates for Lebesgue constants

# publications[].label
On shifted cardinal interpolation by Gaussians and multiquadrics

# publications[].label
REGARDING THE P-NORMS OF RADIAL BASIS INTERPOLATION MATRICES

# publications[].label
ON THE SENSITIVITY OF RADIAL BASIS INTERPOLATION TO MINIMAL DATA SEPARATION DISTANCE

# streetAddress
Texas A&M University; Mathematics; 3368 TAMU

# etdChairOf[].label
Hamm, Keaton P (2015-06). On the Interpolation of Smooth Functions via Radial Basis Functions. Doctoral Dissertation.

# etdChairOf[].label
Bailey, Benjamin Aaron (2012-10). Studies in Interpolation and Approximation of Multivariate Bandlimited Functions. Doctoral Dissertation.