J. Nance and C. T. Kelley,
A Sparse Interpolation Algorithm for Dynamical Simulations in
Computational Chemistry,
2014,
submitted for publication.
J. Nance, E. Jakubikova, and C. T. Kelley,
Reaction Path Following with Sparse Interpolation
2014,
to appear in J. Chem. Th. Comp.
O. J. Eslinger, C. Winton, J. R. Ballard, S. E. Howington, A. Fregosi,
K. Ward, and C. T. Kelley,
Estimating Sampling Distributions of Apparent Thermal Diffusivity
for Partially Saturated Soils
2014,
submitted for publication.
A. Toth and C. T. Kelley,
Convergence Analysis for Anderson Acceleration
2013,
Submitted for publication.
J. Willert, X. Chen, and C. T. Kelley,
Newton's Method for Monte Carlo-Based Residuals
2013,
Submitted for publication.
J. Willert, C. T. Kelley, D. Knoll, and H. K. Park,
A Hybrid Deterministic/Monte Carlo Method for Solving the
k-Eigenvalue Problem with a Comparison to
Analog Monte Carlo Solutions<\em>,
to appear in Trans Th Stat Phys, 2014.
Z. Hu, R. Smith, J. Willert, and C. T. Kelley,
HDMR applied to the 1-D, Single Speed Neutron Transport k-Eigenvalue
Problem,
to appear in Nuclear Sci Eng.
J. Willert, C. T. Kelley, D. Knoll, and H. K. Park,
Hybrid Deterministic/Monte Carlo Neutronics,
SIAM, J. Sci. Comp., 35 (2014), pp S62--S83.
E. J. Wyers, M. B. Steer, C. T. Kelley, and P. D. Franzon,
A Bounded and Discretized Nelder-Mead Algorithm Suitable for
RFIC Calibration,
IEEE Trans Cir Sys, 60 (2013), pp 1787-1799.
A. S. Costolanski, C. T. Kelley, G. W. Howell, and A. G. Salinger,
An Efficient Parallel Solution to the Wigner-Poisson Equations,
High Performance Computing Symposium (HPC 2013),
Simulation Series Vol 45,
ociety for Modeling \& Simulation International,
F. Liu, ed, Curran Associates Inc, April 2013,
773-780.
J. Willert, C. T. Kelley, D. A. Knoll, and H. K. Park,
A Hybrid Approach to the Neutron Transport k-Eigenvalue Problem using
NDA-based Algorithms,
Proceedings of International Conference on Mathematics and
Computational Methods Applied to Nuclear Science & Engineering,
2013, 1934--1941.
J. Willert and C. T. Kelley,
Efficient Solutions to the NDA-NCA Low-Order Eigenvalue Problem
,
Proceedings of International Conference on Mathematics and
Computational Methods Applied to Nuclear Science & Engineering,
2013, 2725-2735.
C. T. Kelley and L-Z. Liao,
Explicit Pseudo-Transient Continuation ,
Pacific Journal of Optimzation, 9 (2013), 77-91.
L. M. Ellwein, S. R. Pope, A. Xie, J. Batzel, C. T. Kelley, and M. S.
Olufsen,
Patient specific modeling of cardiovascular and respiratory
dynamics during hypercapnia.
Math Biosci, 241, 2013, 56-74.
C. T. Miller, C. N. Dawson, M. W. Farthing, T. Y. Hou, J. Huang, C. E.
Kees, C. T. Kelley, and H. P. Langtangen,
Numerical simulation of water resources problems: Models, methods, and
trends,
Advances in Water Resources, 51 (2012), 403-437.
C. T. Kelley and D. Mokrauer,
Sparse interpolatory reduced-order models for simulation of
light-induced molecular transformations ,
Optimization Methods and Software, 2012,
doi=10.3182/20090812-3-DK-2006.0088
David Mokrauer, C. T. Kelley, and Alexei Bykhovski,
Simulations of Light-Induced Molecular Transformations
in Multiple Dimensions with Incremental Sparse Surrogates
J. Algorithms and Computational Technology, 6 (2012), 577-592.
C. T. Kelley, Implicit Filtering, no. 23 in Software Environments and Tools, SIAM, Philadelphia, 2011.
E. J. Wyers, M. B. Steer, C. T. Kelley, and P. D. Franzon,
Application of a Modified Nelder-Mead Algorithm
for calibrating RF Analog Integrated Circuits
Proceedings GOMACTech'11, 2011, 545-548.
C. Winton, J. Pettway, C. T. Kelley, S. E Howington, and O. J. Eslinger,
Application of Proper Orthogonal Decomposition
(POD) to Inverse Problems in Saturated Groundwater
Flow,
Advances in Water Resources, 34, 2011, 1519-1526.
Finding A Stable Solution of A System of Nonlinear Equations
C. T. Kelley, L. Qi, X. Tong, and H. Yin.
Journal of Industrial and Management Optimization,
7, 2011, 497-521.
I. C. F. Ipsen and C. T. Kelley and S. R. Pope, Nonlinear Least Squares Problems and Subset Selection, SIAM J. Numer. Anal, 49, 2011, 1244-1266.
David Mokrauer, C. T. Kelley, and Alexei Bykhovski,
Efficient Parallel Computation of Molecular Potential
Surfaces for Optimization,
IEEE Transactions on Nanotechnology,
10, 2011, 70-74.