Edwards, David A. - Department of Mathematical Sciences, University of Delaware

• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Spring 2002
• V63.0021-1 Calculus I MW 9:55-10:45, 1021 Main Fall 1994
• MATH 810 Asymptotics and Perturbation Methods Prof. D. A. Edwards Apr. 20, 2010
• MATH 341-010 Differential Equations with Linear Algebra I MWF 11:1512:05, EWG 210 Spring 2004
• Nonlinearity 10 (1997) 277290. Printed in the UK PII: S0951-7715(97)68361-9 Viscous boundary-layer effects in nearly inviscid
• Fluid Mechanics and Tt.ansDOrtPhenomena A Mathematical Model for a Dissolving Polymer
• MATH 302-011 Ordinary Differential Equations MWF 10:1011, EWG 207 Fall 2001
• Digital Object Identifier (DOI): 10.1007/s00285-004-0270-x
• A Mathematical Model for Blood Clotting Sumanth Swaminathan David A. Edwards
• MATH 342-010 Differential Equations with Linear Algebra II Prof. D. A. Edwards Nov. 30, 2007
• MATH 616-010 Introduction to Applied Mathematics I Prof. D. A. Edwards Sept. 18, 2006
• ASYMPTOTIC AND COMPUTATIONAL ANALYSIS OF LARGE SHEAR DEFORMATIONS OF A THERMOPLASTIC MATERIAL
• Characterizing Molecular Diffusion in the Lens Capsule
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: Mar. 8, 2010
• MATH 616-010 Introduction to Applied Mathematics I Prof. D. A. Edwards Nov. 1, 2006
• MATH 341-010 Differential Equations with Linear Algebra I Prof. D. A. Edwards May 6, 2009
• DOI 10.1007/s10665-005-5748-z Journal of Engineering Mathematics (2005) 53: 221238 Springer 2006
• MATH 616-010 Introduction to Applied Mathematics I Prof. D. A. Edwards Fall 1999
• G63.2120 Linear Algebra II R 8:00-9:50, 801 WWH Spring 1995
• MATH 302-011 Ordinary Differential Equations Prof. D. A. Edwards Apr. 25, 2004
• Development of a Quaternion-Based Algorithm to Process
• MATH 342-010 Differential Equations with Linear Algebra II MWF 11:1512:05, WHL 006 Fall 2007
• MATH 617-010 Introduction to Applied Mathematics II Prof. D. A. Edwards Mar. 7, 2007
• MATH 302-011 Ordinary Differential Equations Prof. D. A. Edwards Spring 2004
• MATH 617-010 Introduction to Applied Mathematics II Prof. D. A. Edwards Feb. 16, 2007
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: Mar. 22, 2010
• Available at www.ElsevierMathematics.com
• MATH 302-012 Ordinary Differential Equations MWF 11:1512:05, EWG 207 Fall 2002
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: Mar. 15, 2010
• Available online at http://www.idealibrary.com on doi:10.1006/bulm.2000.0224
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: Apr. 19, 2010
• MATH 341-011 Differential Equations with Linear Algebra I MWF 11:1512:05, EWG 209 Spring 2006
• MATH 349-010 Elementary Linear Algebra TR 9:3010:45, EWG 207 Fall 2000
• MATH 341-010 Differential Equations with Linear Algebra I MWF 11:1512:05, PRN 231 Fall 1998
• MATH 349-011 Elementary Linear Algebra Prof. D. A. Edwards Nov. 19, 2009
• MATH 349-011 Elementary Linear Algebra Prof. D. A. Edwards Sept. 3, 2009
• MATH 349-012 Elementary Linear Algebra T 9:3010:45, SHL 122; R 9:3010:45, EWG 205 Spring 2008
• MATH 241-014 Analytic Geometry and Calculus A MWF 9:059:55, GOR 114; R 99:50, PRN 329 Spring 2002
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: Apr. 12, 2010
• MATH 672-010 Vector Spaces MWF 10:1011, EWG 204 Fall 2008
• MATH 617-010 Introduction to Applied Mathematics II MWF 10:1011, EWG 210 Spring 2007
• MATH 616-010 Introduction to Applied Mathematics I Prof. D. A. Edwards Nov. 3, 2006
• MATH 616-010 Introduction to Applied Mathematics I Prof. D. A. Edwards Fall 2000
• MATH 240 Introduction to Linear Algebra MWF10-10:50, ARM 0135 Fall 1995
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: May 17, 2010
• MATH 241-013, -014, -015 Analytic Geometry and Calculus A MWF 12:201:10, SHL 131 Fall 2005
• Z. angew. Math. Phys. 52 (2001) 254288 0044-2275/01/020254-35 $ 1.50+0.20/0
• MATHEMATICAL METHODS IN THE APPLIED SCIENCES Math. Meth. Appl. Sci. 2008; 31:18601873
• MATH 243-015 Analytic Geometry and Calculus C Prof. D. A. Edwards Spring 1999
• SIAM J. APPL. MATH. c 1995 Society for Industrial and Applied Mathematics Vol. 55, No. 3, pp. 662{676, June 1995 006
• Non-Fickian Diffusion in Thin Polymer Films D. A. EDWARDS*
• Perturbation Analysis of Model of Case
• An asymptotic analysis of polymer desorption and skinning David A. Edwards
• SKINNING DURING DESORPTION OF POLYMERS: AN ASYMPTOTIC ANALYSIS
• BIOCHEMICAL REACTIONS ON HELICAL STRUCTURES D. A. EDWARDS
• SIAM REVIEW c 2000 Society for Industrial and Applied Mathematics Vol. 42, No. 2, pp. 317332
• Mathematics Applied Mathematics Letters 15 (2002) 547-552
• J. Math. Biol. (2007) 55:517539 DOI 10.1007/s00285-007-0093-7 Mathematical Biology
• J. Math. Biol. (2007) 55:745765 DOI 10.1007/s00285-007-0104-8 Mathematical Biology
• IMA Journal of Applied Mathematics (2007) 72, 865-893 doi:10.1093/imamat/hxm041
• Characterizing molecular diffusion in the lens capsule Brian P. Danysh a
• Transport effects on surface reaction arrays: Biosensor applications David A. Edwards
• Testing the Validity of the Averaged Approximation for the IAsys
• MATH 810 Asymptotics and Perturbation Methods Prof. D. A. Edwards Mar. 5, 2010
• MATH 810 Asymptotics and Perturbation Methods Prof. D. A. Edwards Mar. 19, 2010
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: Mar. 1, 2010
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: Apr. 5, 2010
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: May 3, 2010
• MATH 349-011 Elementary Linear Algebra Prof. D. A. Edwards Fall 2009
• MATH 341-010 Differential Equations with Linear Algebra I MWF 11:1512:05, EWG 210 Spring 2009
• MATH 349-012 Elementary Linear Algebra Prof. D. A. Edwards Spring 2008
• MATH 342-010 Differential Equations with Linear Algebra II Prof. D. A. Edwards Oct. 8, 2007
• MATH 342-010 Differential Equations with Linear Algebra II Prof. D. A. Edwards Nov. 28, 2007
• MATH 617-010 Introduction to Applied Mathematics II Prof. D. A. Edwards Apr. 6, 2007
• MATH 616-010 Introduction to Applied Mathematics I Prof. D. A. Edwards Aug. 30, 2006
• MATH 616-010 Introduction to Applied Mathematics I Prof. D. A. Edwards Oct. 30, 2006
• MATH 302-011 Ordinary Differential Equations MWF 10:1011, EWG 207 Spring 2004
• MATH 302-011 Ordinary Differential Equations Prof. D. A. Edwards Mar. 15, 2004
• MATH 302-012 Ordinary Differential Equations Prof. D. A. Edwards Fall 2002
• MATH 672-010 Vector Spaces MWF 1:252:15, PRN 327 Fall 2002
• MATH 810-010 Asymptotics and Perturbation Methods MWF 12:20-1:10, PRN 325 Spring 2002
• MATH 241-018, -019, -020 Analytic Geometry and Calculus A MWF 12:201:10, KRB 206 Fall 2001
• MATH 243-015 Analytic Geometry and Calculus C MTWF 1:252:15, EWG 205; R 11:50, EWG 210 Spring 2001
• MATH 243-015 Analytic Geometry and Calculus C Prof. D. A. Edwards Spring 2001
• MATH 617-010 Introduction to Applied Mathematics II MWF 10:1011, EWG 204 Spring 2001
• MATH 349-010 Elementary Linear Algebra Prof. D. A. Edwards Fall 2000
• MATH 616-010 Introduction to Applied Mathematics I TR 3:304:45, EWG 204 Fall 2000
• MATH 342-010 Differential Equations with Linear Algebra I MW 11:1512:30, PRN 328 Spring 1999
• MATH 241-011 Analytic Geometry and Calculus A MWF 9:059:55, PRN 235; R 99:50, MDH 216 Spring 1998
• MATH 823-010 Perturbation Methods for Differential Equations Prof. D. A. Edwards Spring 1998
• MATH 241-010, 011, 012 Analytic Geometry and Calculus A MWF 8:00-8:50, PRN 115 Fall 1997
• G63.2120 Linear Algebra II Dr. D. A. Edwards Due: Apr. 13, 1995
• Development and Persistence of `Static' or `Dead' Zones in Flows
• MATH 617-010 Introduction to Applied Mathematics II MW 2:303:30, SMI 221 Spring 2000
• J. Math. Biol. (1999) 39: 533}561 Transport e4ects on surface+volume biological
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Spring 2010
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: Feb. 22, 2010
• Multi-Phase Flow in a Thin Porous Material Uwe Beuscher
• MATH 823-010 Topics in Differential and Integral Equations Spring 1998 (Perturbation Methods for Differential Equations)
• MATH/MAPL 473 Methods and Models in Applied Mathematics II Prof. D. A. Edwards Spring 1996
• Improved Rate Estimates Using
• Bulletin of Mathematical Biology (2006) 68: 627654 DOI 10.1007/s11538-005-9023-2
• MATH 616-010 Introduction to Applied Mathematics I MW 4:005:15, PRN 324B Fall 1999
• SIAM J. APPL. MATH. c 2006 Society for Industrial and Applied Mathematics Vol. 66, No. 6, pp. 19781997
• SIAM J. APPL. MATH. c 1995 Society for Industrial and Applied Mathematics Vol. 55, No. 4, pp. 1039{1058, August 1995 009
• Enhanced Leak Detection Bob Hart and Don Reichler
• Reaction Near a Stagnation
• MATH 341-010 Differential Equations with Linear Algebra I Prof. D. A. Edwards Mar. 11, 2009
• MATH/MAPL473 Methods and Models in Applied Mathematics II TuTh 2-3:15, MTH 0106 Spring 1996
• MATH 616-010 Introduction to Applied Mathematics I Prof. D. A. Edwards Fall 2006
• MATH 616-010 Introduction to Applied Mathematics I MWF 10:10-11, EWG 204 Fall 2006
• MATH 302-011 Ordinary Differential Equations Prof. D. A. Edwards May 17, 2004
• Applied Mathematics Letters 18 (2005) 11011107 www.elsevier.com/locate/aml
• DESORPTION OVERSHOOT IN POLYMER-PENETRANT SYSTEMS: ASYMPTOTIC AND COMPUTATIONAL RESULTS
• MATH 810-010 Asymptotics and Perturbation Methods MWF 11:15-12:05, EWG 210 Spring 2010
• MATH 302-011 Ordinary Differential Equations Prof. D. A. Edwards Fall 2001
• MATH 349-011 Elementary Linear Algebra TR 23:15, EWG 207 Fall 2009
• MATH 243-015 Analytic Geometry and Calculus C MTWF 1:252:15, EWG 205; R 11:50, SHL 120 Spring 1999
• MATH 341-010 Differential Equations with Linear Algebra I MWF 11:1512:05 Fall 1999
• Course Announcement, Spring 1998 MATH 823: Perturbation Methods for Differential Equations
• MATH 810-010 Asymptotics and Perturbation Methods Prof. D. A. Edwards Due: Apr. 26, 2010
• Characterization of the American Put Option Using Convexity
• Medical Ultrasonic Imaging Problem Presenter
• An Asymptotic Method to a Financial Optimization Problem