David A. Edwards
Affiliations: | University of Delaware, Newark, DE, United States |
Website:
http://www.math.udel.edu/~edwards/Google:
"David A. Edwards"Bio:
http://www.math.udel.edu/~edwards/cv.html Edwards, David A. A model for nonlinear diffusion in polymers. Dissertation (Ph.D.), California Institute of Technology (1994). doi:10.7907/45KS-DN62.
Parents
Sign in to add mentor| Donald Sussman Cohen | grad student | 1994 | Caltech | |
| (A Model for Nonlinear Diffusion in Polymers) | ||||
Children
Sign in to add trainee| Qinghua Zhu | grad student | 2010 | University of Delaware (Neurotree) |
| Matthew Zumbrum | grad student | 2013 | University of Delaware |
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Publications
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| Xie D, Zhang N, Edwards DA. (2018) Simulation Solution to a Two-Dimensional Mortgage Refinancing Problem Computational Economics. 52: 479-492 |
| Evans RM, Edwards DA. (2017) Transport Effects on Multiple-Component Reactions in Optical Biosensors. Bulletin of Mathematical Biology |
| Evans RM, Edwards DA. (2017) Receptor heterogeneity in optical biosensors. Journal of Mathematical Biology |
| Edwards DA, Evans RM, Li W. (2017) Measuring kinetic rate constants of multiple-component reactions with optical biosensors. Analytical Biochemistry |
| Evans RM, Katugampola UN, Edwards DA. (2017) Applications of fractional calculus in solving Abel-type integral equations: Surface-volume reaction problem Computers & Mathematics With Applications. 73: 1346-1362 |
| Edwards DA, Moore RO. (2016) Modal analysis of spatial pattern formation in fused silica under ultraviolet irradiation Journal of the Optical Society of America B: Optical Physics. 33: 1709-1715 |
| Zumbrum ME, Edwards DA. (2014) Conformal mapping in optical biosensor applications. Journal of Mathematical Biology |
| Zumbrum ME, Edwards DA. (2014) Multiple surface reactions in arrays with applications to optical biosensors. Bulletin of Mathematical Biology. 76: 1783-808 |
| Edwards DA, Buckmire R, Ortega-Gingrich J. (2014) A mathematical model of cinematic box-office dynamics with geographic effects Ima Journal of Management Mathematics. 25: 233-257 |
| Edwards DA, Fehribach JD, Moore RO, et al. (2013) An application of matrix theory to the evolution of coupled modes Siam Review. 55: 764-787 |