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Lee, Christopher T.

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Author ID: lee.christopher-t Recent zbMATH articles by "Lee, Christopher T."
Published as: Lee, Christopher; Lee, C. T.; Lee, C.-T.; Lee, Christopher T.
Documents Indexed: 25 Publications since 1987, including 1 Book

Publications by Year

Citations contained in zbMATH Open

12 Publication has been cited 28 times in 1 Document Cited by Year
On wave solutions of a weakly nonlinear and weakly dispersive two-mode wave system. Zbl 1365.35139
Lee, C. T.; Lee, C. C.
7
2013
Equivalence of logarithmic perturbation theory and expansion of the superpotential in supersymmetric quantum mechanics. Zbl 0948.81549
Lee, Christopher
4
2000
A dynamic coupling index for underactuated manipulators. Zbl 0845.70003
Bergerman, Marcel; Lee, Christopher; Xu, Yangsheng
4
1995
Nonlinear vibration and instabilities of elastically supported beams with axial restraints. Zbl 0958.74508
Fertis, D. G.; Lee, C. T.
2
1993
Symbolic computation on a second-order KdV equation. Zbl 1330.35380
Lee, C. T.; Lee, C. C.
2
2016
Non-global structure of the \(\mathcal{O}\left( {\alpha_s^2} \right) \) dijet soft function. Zbl 1298.81390
Hornig, Andrew; Lee, Christopher; Stewart, Iain W.; Walsh, Jonathan R.; Zuberi, Saba
2
2011
Equality of hemisphere soft functions for \(e^+ e^-\), DIS and \(pp\) collisions at \(\mathcal{O}(\alpha_s^2)\). Zbl 1345.81123
Kang, Daekyoung; Labun, Ou Z.; Lee, Christopher
2
2015
The implementation of the colored abstract simplicial complex and its application to mesh generation. Zbl 07193377
Lee, Christopher T.; Moody, John B.; Amaro, Rommie E.; Mccammon, J. Andrew; Holst, Michael J.
1
2019
A nonlinear dynamic vibration absorber for rotating machinery. Zbl 0875.70105
Shaw, S. W.; Lee, C.-T.
1
1994
Some remarks on the fifth-order KdV equations. Zbl 1311.35258
Lee, C. T.
1
2015
Multi-scale solid oxide fuel cell materials modeling. Zbl 1197.74027
Kim, Ji Hoon; Liu, Wing Kam; Lee, Christopher
1
2009
A higher order method of multiple scales. Zbl 1235.70093
Lee, C. L.; Lee, C.-T.
1
1997
The implementation of the colored abstract simplicial complex and its application to mesh generation. Zbl 07193377
Lee, Christopher T.; Moody, John B.; Amaro, Rommie E.; Mccammon, J. Andrew; Holst, Michael J.
1
2019
Symbolic computation on a second-order KdV equation. Zbl 1330.35380
Lee, C. T.; Lee, C. C.
2
2016
Equality of hemisphere soft functions for \(e^+ e^-\), DIS and \(pp\) collisions at \(\mathcal{O}(\alpha_s^2)\). Zbl 1345.81123
Kang, Daekyoung; Labun, Ou Z.; Lee, Christopher
2
2015
Some remarks on the fifth-order KdV equations. Zbl 1311.35258
Lee, C. T.
1
2015
On wave solutions of a weakly nonlinear and weakly dispersive two-mode wave system. Zbl 1365.35139
Lee, C. T.; Lee, C. C.
7
2013
Non-global structure of the \(\mathcal{O}\left( {\alpha_s^2} \right) \) dijet soft function. Zbl 1298.81390
Hornig, Andrew; Lee, Christopher; Stewart, Iain W.; Walsh, Jonathan R.; Zuberi, Saba
2
2011
Multi-scale solid oxide fuel cell materials modeling. Zbl 1197.74027
Kim, Ji Hoon; Liu, Wing Kam; Lee, Christopher
1
2009
Equivalence of logarithmic perturbation theory and expansion of the superpotential in supersymmetric quantum mechanics. Zbl 0948.81549
Lee, Christopher
4
2000
A higher order method of multiple scales. Zbl 1235.70093
Lee, C. L.; Lee, C.-T.
1
1997
A dynamic coupling index for underactuated manipulators. Zbl 0845.70003
Bergerman, Marcel; Lee, Christopher; Xu, Yangsheng
4
1995
A nonlinear dynamic vibration absorber for rotating machinery. Zbl 0875.70105
Shaw, S. W.; Lee, C.-T.
1
1994
Nonlinear vibration and instabilities of elastically supported beams with axial restraints. Zbl 0958.74508
Fertis, D. G.; Lee, C. T.
2
1993

Citations by Year