C. T. Kelley

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Cass T. MillerUniversity of North CarolinaVerified email at unc.edu
Ekkehard W SachsProfessor of Mathematics, University of Trier, GermanyVerified email at uni-trier.de
Chris KeesLouisiana State UniversityVerified email at lsu.edu
Joerg GablonskyThe Boeing CompanyVerified email at boeing.com
matthew farthingUS Engineer Research and Development CenterVerified email at erdc.dren.mil
Mike TocciThe MathWorksVerified email at mathworks.com
R.J. TrewProfessor of Electrical and Computer Engineering, North Carolina State UniversityVerified email at ncsu.edu
E.W. JenkinsAssociate Professor of Mathematical Sciences, Clemson UniversityVerified email at clemson.edu
Ilse C. F. IpsenProfessor of Mathematics, North Carolina State UniversityVerified email at ncsu.edu
Elena JakubikovaProfessor of Chemistry, North Carolina State UniversityVerified email at ncsu.edu
xiaojun chenChair Professor of Applied Mathematics, The Hong Kong Polytechnic UniversityVerified email at inet.polyu.edu.hk
Steven HamiltonOak Ridge National LaboratoryVerified email at ornl.gov
Li-Zhi LiaoHong Kong Baptist UnivesityVerified email at hkbu.edu.hk
Ioannis KevrekidisJohns Hopkins UniversityVerified email at jhu.edu
David E. KeyesProfessor, King Abdullah University of Science and TechnologyVerified email at kaust.edu.sa
Mette OlufsenProfessor of Mathematics, North Carolina State UniversityVerified email at ncsu.edu
Andrew G. SalingerSandia National LaboratoriesVerified email at sandia.gov
Carl MeyerNorth Carolina state universityVerified email at ncsu.edu
Gregory W. CharacklisProfessor of Water Resource Management, University of North Carolina at Chapel HillVerified email at email.unc.edu
Laura Ellwein FixAssociate Professor, Virginia Commonwealth UniversityVerified email at vcu.edu

C. T. Kelley

North Carolina State University

Verified email at ncsu.edu - Homepage

Numerical methods for linear and nonlinear equations optimization integral equations computational chemistry electronic stru


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Iterative methods for linear and nonlinear equations. 1995 CT Kelley SIAM, Philadelphia, 1995	6531*	1995
Frontiers in Applied Mathematics CT Kelley Society for Industrial and Applied Mathematics, 1995	3018*	1995
Iterative methods for optimization CT Kelley Society for Industrial and Applied Mathematics, 1999	3007	1999
Solving nonlinear equations with Newton's method CT Kelley Society for Industrial and Applied Mathematics, 2003	1498	2003
A locally-biased form of the DIRECT algorithm JM Gablonsky, CT Kelley North Carolina State University. Center for Research in Scientific Computation, 2000	399	2000
Convergence analysis of pseudo-transient continuation CT Kelley, DE Keyes SIAM Journal on Numerical Analysis 35 (2), 508-523, 1998	321	1998
Detection and remediation of stagnation in the Nelder--Mead algorithm using a sufficient decrease condition CT Kelley SIAM journal on optimization 10 (1), 43-55, 1999	303	1999
An implicit filtering algorithm for optimization of functions with many local minima P Gilmore, CT Kelley SIAM Journal on Optimization 5 (2), 269-285, 1995	237	1995
Accurate and economical solution of the pressure-head form of Richards' equation by the method of lines MD Tocci, CT Kelley, CT Miller Advances in Water Resources 20 (1), 1-14, 1997	203	1997
Robust solution of Richards' equation for nonuniform porous media CT Miller, GA Williams, CT Kelley, MD Tocci Water Resources Research 34 (10), 2599-2610, 1998	176	1998
Convergence analysis for Anderson acceleration A Toth, CT Kelley SIAM Journal on Numerical Analysis 53 (2), 805-819, 2015	166	2015
GMRES and the minimal polynomial SL Campbell, ICF Ipsen, CT Kelley, CD Meyer BIT Numerical Mathematics 36 (4), 664-675, 1996	159	1996
Convergence of iterative split-operator approaches for approximating nonlinear reactive transport problems JF Kanney, CT Miller, CT Kelley Advances in Water Resources 26 (3), 247-261, 2003	154	2003
Convergence rates for Newton’s method at singular points DW Decker, HB Keller, CT Kelley SIAM Journal on Numerical Analysis 20 (2), 296-314, 1983	154	1983
Optimal design for problems involving flow and transport phenomena in saturated subsurface systems AS Mayer, CT Kelley, CT Miller Advances in Water Resources 25 (8-12), 1233-1256, 2002	151	2002
Implicit filtering CT Kelley Society for Industrial and Applied Mathematics, 2011	142	2011
Comparison of derivative-free optimization methods for groundwater supply and hydraulic capture community problems KR Fowler, JP Reese, CE Kees, JE Dennis Jr, CT Kelley, CT Miller, ... Advances in Water Resources 31 (5), 743-757, 2008	142	2008
Newton’s method at singular points. I DW Decker, CT Kelley SIAM Journal on Numerical Analysis 17 (1), 66-70, 1980	139	1980
Pseudotransient continuation and differential-algebraic equations TS Coffey, CT Kelley, DE Keyes SIAM Journal on Scientific Computing 25 (2), 553-569, 2003	133	2003
Algorithms for noisy problems in gas transmission pipeline optimization RG Carter, JM Gablonsky, A Patrick, CT Kelley, OJ Eslinger Optimization and engineering 2, 139-157, 2001	128	2001

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