Mark S. Gockenbach
Affiliations: | Michigan Technological University, USA |
Area:
MathematicsGoogle:
"Mark Gockenbach"Children
Sign in to add traineeAnatoli Andreev | grad student | 2006 | Michigan Technological University |
Mohammad F. Al-Jamal | grad student | 2012 | Michigan Technological University |
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Publications
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Crane DK, Gockenbach MS, Roberts MJ. (2020) Approximating the singular value expansion of a compact operator Siam Journal On Numerical Analysis. 58: 1295-1318 |
Gockenbach MS, Roberts MJ. (2018) Approximating the Generalized Singular Value Expansion Siam Journal On Numerical Analysis. 56: 2776-2795 |
Al-Jamal MF, Alomari AK, Gockenbach MS. (2018) Smoothing via elliptic operators with application to edge detection Inverse Problems in Science and Engineering. 26: 657-676 |
Gockenbach MS. (2016) Generalizing the GSVD Siam Journal On Numerical Analysis. 54: 2517-2540 |
Crossen E, Gockenbach MS, Jadamba B, et al. (2014) An equation error approach for the elasticity imaging inverse problem for predicting tumor location Computers & Mathematics With Applications. 67: 122-135 |
Gockenbach M, Liu C. (2013) Local convergence of Newton’s method in the classical calculus of variations Optimization. 64: 957-980 |
Al-Jamal MF, Gockenbach MS. (2012) Stability and error estimates for an equation error method for elliptic equations Inverse Problems. 28: 95006 |
Gockenbach M, Schmidtke K. (2009) Newton’s law of heating and the heat equation Involve, a Journal of Mathematics. 2: 419-437 |
Gockenbach MS, Khan AA. (2009) An abstract framework for elliptic inverse problems: Part 2. An augmented Lagrangian approach Mathematics and Mechanics of Solids. 14: 517-539 |
Gockenbach MS, Jadamba B, Khan AA. (2008) Equation error approach for elliptic inverse problems with an application to the identification of Lamé parameters Inverse Problems in Science and Engineering. 16: 349-367 |