D. W. Decker - Concepedia

Author

D. W. Decker

North Carolina State University

Also Known As

D Decker, D. Decker, D. W. Decker, Decker, Dwight William, Dwight W Decker

Publications

574

Citations

H-Index

Concepts

All Affiliations

North Carolina State University California Institute of Technology

About

D. W. Decker is an author at North Carolina State University specializing in numerical analysis, engineering, and stability.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	5	5	224
2	Approximation Algorithms	2	2	53
3	Combinatorial Optimization	1	1	16
4	Approximation Theory	1	1	20
5	Branch And Bound	1	1	16

D. W. Decker

Publications

570

Citations

H-Index

Page 1

	Year	Citations
Newton’s Method at Singular Points. I D. W. Decker, C. T. Kelley SIAM Journal on Numerical Analysis Numerical AnalysisNumerical ComputationEngineeringSingular ProblemsSingularly Perturbed Problem	1980	114
Convergence Rates for Newton’s Method at Singular Points D. W. Decker, Herbert B. Keller, C. T. Kelley SIAM Journal on Numerical Analysis	1983	99
Path following near bifurcation D. W. Decker, Herbert B. Keller Communications on Pure and Applied Mathematics Oscillation TheoryBifurcation TheoryNonlinear OscillationStability	1981	85
Multiple limit point bifurcation D. W. Decker, Herbert B. Keller Journal of Mathematical Analysis and Applications EngineeringNumerical SimulationOscillation TheoryBifurcation TheoryStability	1980	56
Newton’s Method at Singular Points. II D. W. Decker, C. T. Kelley SIAM Journal on Numerical Analysis Numerical AnalysisSingular ProblemsPerturbation MethodSingularly Perturbed ProblemSufficient Conditions	1980	56
Convergence Acceleration for Newton’s Method at Singular Points D. W. Decker, C. T. Kelley SIAM Journal on Numerical Analysis Numerical AnalysisNewton SequenceLinear ConvergencePerturbation MethodSufficient Conditions	1982	53
Broyden’s Method for a Class of Problems Having Singular Jacobian at the Root D. W. Decker, C. T. Kelley SIAM Journal on Numerical Analysis Numerical AnalysisBroyden ’Perturbation MethodInitial GuessSingularly Perturbed Problem	1985	36
Sublinear convergence of the Chord method at singular points D. W. Decker, C. T. Kelley Numerische Mathematik Numerical AnalysisSublinear ConvergenceEngineeringSingularly Perturbed ProblemGeometric Singular Perturbation Theory	1983	20
Convergence Cones Near Bifurcation Allan D. Jepson, D. W. Decker SIAM Journal on Numerical Analysis Numerical AnalysisEngineeringSingularly Perturbed ProblemBifurcation PointsMultiple Bifurcation	1986	18
Expanded Convergence Domains for Newton’s Method at Nearly Singular Roots D. W. Decker, C. T. Kelley SIAM Journal on Scientific and Statistical Computing Numerical AnalysisNumerical ComputationPerturbation MethodNewton IteratesNonlinear Equations	1985	17

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