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Author ID: jordan.kirk-e Recent zbMATH articles by "Jordan, Kirk E."
Published as: Jordan, K. E.; Jordan, Kirk E.; Jordan, Kirk
External Links: MGP

Publications by Year

Citations contained in zbMATH Open

12 Publications have been cited 45 times in 30 Documents Cited by Year
An efficient numerical evaluation of the Green’s function for the Helmholtz operator on periodic structures. Zbl 0647.65084
Jordan, Kirk E.; Richter, Gerard R.; Sheng, Ping
12
1986
Modeling time and topology for animation and visualization with examples on parametric geometry. Zbl 1158.68049
Jordan, K. E.; Miller, Lance E.; Moore, E. L. F.; Peters, T. J.; Russell, Alexander
8
2008
Computational topology counterexamples with 3D visualization of Bézier curves. Zbl 1258.65018
Li, Ji; Peters, Thomas J.; Marsh, David; Jordan, Kirk E.
6
2012
Isotopic equivalence by Bézier curve subdivision for application to high performance computing. Zbl 1417.68239
Jordan, K. E.; Li, J.; Peters, T. J.; Roulier, J. A.
5
2014
Solutions to the difference equations of singular perturbation problems. Zbl 0421.39001
Hsiao, G. C.; Jordan, K. E.
4
1979
Geometric topology & visualizing 1-manifolds. Zbl 1214.68435
Jordan, Kirk E.; Miller, Lance E.; Peters, Thomas J.; Russell, Alexander C.
3
2011
On the numerical solution of a nonlinear stochastic Helmholtz equation with a multigrid preconditioner. Zbl 0622.65147
Jordan, Kirk E.; Papanicolaou, George C.; Spigler, R.
2
1986
A numerical treatment for parabolic equations with a small parameter. Zbl 0506.65039
Hsiao, George C.; Jordan, Kirk E.
1
1983
A finite element method for singularly perturbed parabolic equations. Zbl 0441.65083
Hsiao, G. C.; Jordan, K. E.
1
1980
Topological integrity for dynamic spline models during visualization of big data. Zbl 1326.68304
Cassidy, Hugh P.; Peters, Thomas J.; Ilies, Horea; Jordan, Kirk E.
1
2014
Computational topology: isotopic convergence to a stick knot. Zbl 1348.57011
Li, J.; Peters, T. J.; Jordan, K. E.; Zaffetti, P.
1
2016
Topological subtleties for molecular movies. Zbl 1325.57005
Li, Ji; Peters, T. J.; Marinelli, K.; Kovalev, E.; Jordan, K. E.
1
2015
Computational topology: isotopic convergence to a stick knot. Zbl 1348.57011
Li, J.; Peters, T. J.; Jordan, K. E.; Zaffetti, P.
1
2016
Topological subtleties for molecular movies. Zbl 1325.57005
Li, Ji; Peters, T. J.; Marinelli, K.; Kovalev, E.; Jordan, K. E.
1
2015
Isotopic equivalence by Bézier curve subdivision for application to high performance computing. Zbl 1417.68239
Jordan, K. E.; Li, J.; Peters, T. J.; Roulier, J. A.
5
2014
Topological integrity for dynamic spline models during visualization of big data. Zbl 1326.68304
Cassidy, Hugh P.; Peters, Thomas J.; Ilies, Horea; Jordan, Kirk E.
1
2014
Computational topology counterexamples with 3D visualization of Bézier curves. Zbl 1258.65018
Li, Ji; Peters, Thomas J.; Marsh, David; Jordan, Kirk E.
6
2012
Geometric topology & visualizing 1-manifolds. Zbl 1214.68435
Jordan, Kirk E.; Miller, Lance E.; Peters, Thomas J.; Russell, Alexander C.
3
2011
Modeling time and topology for animation and visualization with examples on parametric geometry. Zbl 1158.68049
Jordan, K. E.; Miller, Lance E.; Moore, E. L. F.; Peters, T. J.; Russell, Alexander
8
2008
An efficient numerical evaluation of the Green’s function for the Helmholtz operator on periodic structures. Zbl 0647.65084
Jordan, Kirk E.; Richter, Gerard R.; Sheng, Ping
12
1986
On the numerical solution of a nonlinear stochastic Helmholtz equation with a multigrid preconditioner. Zbl 0622.65147
Jordan, Kirk E.; Papanicolaou, George C.; Spigler, R.
2
1986
A numerical treatment for parabolic equations with a small parameter. Zbl 0506.65039
Hsiao, George C.; Jordan, Kirk E.
1
1983
A finite element method for singularly perturbed parabolic equations. Zbl 0441.65083
Hsiao, G. C.; Jordan, K. E.
1
1980
Solutions to the difference equations of singular perturbation problems. Zbl 0421.39001
Hsiao, G. C.; Jordan, K. E.
4
1979

Citations by Year