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Faculty Profile

Name: Scott Sarra
Title: Associate Professor of Mathematics
Office: SH 325
Phone: 304-696-7246
Email: sarra@marshall.edu
Expert: Numerical Analysis - Applied Mathematics
 
Achievements

Research Based:
 
:
Digital Total Variation Filtering as postprocessing for Radial Basis Function Approximation Methods. Computers and Mathematics with Applications, Vol. 52, p. 1119-1136. Sept. 2006.
 
 
:
Digital Total Variation Filtering as Postprocessing for Pseudospectral Methods for Conservation Laws. Numerical Algorithms, vol. 41, p. 17-33, 2006.
 
 
:
Integrated Multiquadric Radial Basis Function Approximation Methods. Computers and Mathematics with Applications, vol. 51, no. 8, April 2006, p. 1283-1296.
 
 
:
Adaptive Radial Basis Function Methods for time dependent Partial Differential Equations. Applied Numerical Mathematics, vol. 54, issue 1, p. 79-94, June 2005.
 
 
:
The Method of Characteristics with applications to Conservation Laws. Journal of Online Mathematics and Applications (JOMA), Volume 3, February 2003.
 
 
:
The Spectral Signal Processing Suite. ACM Transactions on Mathematical Software, vol. 29, no. 2, June 2003, p. 1-23.
 
 
:
Chebyshev Super Spectral Viscosity method for a Two-Dimensional Fluidized Bed Model. International Journal of Numerical Methods in Fluids, v. 42, p. 249-263.
 
 
:
Chebyshev Super Spectral Viscosity method for a Fluidized Bed Model. Journal of Computational Physics, 186/2, p. 630-651 (2003).
 
 
:
Spectral Methods with Postprocessing for Numerical Hyperbolic Heat Transfer. Numerical Heat Transfer A, 43 no. 7 (2003), p. 717-730.
 

Professional/Community Based Service:
 
Peer Reviewing:
International Journal for Numerical Methods in Fluids, Computers and Mathematics with Applications, Journal of Computational and Applied Mathematics, Journal of Online Mathematics and Applications, SIAM Journal of Numerical Analysis, Numerical Algorithms.
 

Awards:
 

2003-2004 Marshall University Distinguished Artists and Scholars Award (MU DASA).
 

Other Achievements:
 
External Funding:
NSF Computational Mathematics Grant 0609747, 2006 to 2008: Postprocessing High-Order Approximations of Discontinuous Functions - Algorithms and Software
 
 
web site:
www.scottsarra.org
 

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