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Katherine Kime
Katherine Kime
Department of Mathematics and Statistics, University of Nebraska Kearney
Verified email at unk.edu
Title
Cited by
Cited by
Year
A PRACTICAL GUIDE TO USES OF LANTHANIDE NMR SHIFT REAGENTS.
KA Kime
901977
Boundary controllability of Maxwell’s equations in a spherical region
KA Kime
SIAM journal on control and optimization 28 (2), 294-319, 1990
391990
Simultaneous control of a rod equation and a simple Schrödinger equation
K Kime
Systems & control letters 24 (4), 301-306, 1995
271995
Deuterium contents of storm inflow and hailstone growth layers
CA Knight, NC Knight, KA Kime
Journal of Atmospheric Sciences 38 (11), 2485-2499, 1981
191981
Control of transition probabilities of the quantum-mechanical harmonic oscillator
K Kime
Applied mathematics letters 6 (3), 11-15, 1993
151993
Finite difference approximation of control via the potential in a 1-D Schrodinger equation
K Kime
Southwest Texas State University, Department of Mathematics, 2000
132000
From two stochastic optimal control problems to the Schrodinger equation
K Kime, A Blaquiere
Modeling and Control of Systems: in Engineering, Quantum Mechanics …, 1989
131989
Control lie algebras of semi-discretizations of the schroedinger equation
KA Kime
International Design Engineering Technical Conferences and Computers and …, 2007
22007
Solving for quantum controls
KA Kime
ASME 2011 International Design Engineering Technical Conferences and …, 2011
12011
Numerical approximation of bilinear control of the schroedinger equation
KA Kime
International Design Engineering Technical Conferences and Computers and …, 2005
12005
Control of matter waves in adjacent potential wells
K Kime
Mathematical methods in the applied sciences 20 (4), 369-381, 1997
11997
Palindromic control and mirror symmetries in finite difference discretizations of 1-D Schrödinger equations
KA Kime
Discrete and Continuous Dynamical Systems-B 23 (4), 1601-1621, 2018
2018
The hydrogen molecular ion with time-dependent magnetic field strength as control
KA Kime
ASME 2014 International Design Engineering Technical Conferences and …, 2014
2014
Finite difference approximation of quantum mechanical wave packets
KA Kime
Advances in Analysis: Problems of Integration, 283-305, 2012
2012
Effect of the spatial extent of the control in a bilinear control problem for the schroedinger equation
KA Kime
International Design Engineering Technical Conferences and Computers and …, 2009
2009
Implementation of Numerical Approximations of Control of the Schrodinger Equation with MATLAB
K Kime
Control of Electronic Materials
K Kime
Spatial Restriction of Bilinear Control of a Schrödinger Equation
KA Kime
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