Cory D. Ahrens, Ph.D.
Affiliations: | 2006 | University of Colorado, Boulder, Boulder, CO, United States |
Area:
Mathematics, Optics PhysicsGoogle:
"Cory Ahrens"Parents
Sign in to add mentor| Mark J. Ablowitz | grad student | 2006 | CU Boulder | |
| (The asymptotic analysis of communications and wave collapse problems in nonlinear optics.) | ||||
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Publications
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| Rowland KL, Ahrens CD, Hamilton S, et al. (2018) Assessment of the Lagrange Discrete Ordinates Equations for Three-Dimensional Neutron Transport Nuclear Science and Engineering. 193: 233-252 |
| Haut TS, Ahrens CD, Jonko A, et al. (2017) A new multigroup method for cross-sections that vary rapidly in energy Journal of Quantitative Spectroscopy & Radiative Transfer. 187: 461-471 |
| Ahrens CD. (2015) Lagrange discrete ordinates: A new angular discretization for the three-dimensional linear Boltzmann equation Nuclear Science and Engineering. 180: 273-285 |
| Manalo K, Ahrens CD, Sjoden G. (2015) Advanced quadratures for three-dimensional discrete ordinate transport simulations: A comparative study Annals of Nuclear Energy. 81: 196-206 |
| Ahrens CD. (2012) Highly efficient, exact quadratures for three-dimensional discrete ordinates transport calculations Nuclear Science and Engineering. 170: 98-101 |
| Ahrens CD. (2012) Derivation of new 3D discrete ordinate equations International Conference On the Physics of Reactors 2012, Physor 2012: Advances in Reactor Physics. 1: 585-594 |
| Ahrens CD, Ablowitz MJ, Docherty A, et al. (2006) Asymptotic analysis of collision-induced timing shifts in return-to-zero quasi-linear systems with predispersion and postdispersion compensation. Optics Letters. 31: 5-7 |
| Ablowitz MJ, Ahrens CD, Lillo SD. (2005) On a “Quasi” Integrable Discrete Eckhaus Equation Journal of Nonlinear Mathematical Physics. 12: 1-12 |
| Ablowitz MJ, Ahrens C, Biondini G, et al. (2005) Periodic-group-delay dispersion compensation reduces collision-induced timing shifts in dispersion-managed quasilinear systems Theoretical and Mathematical Physics. 144: 881-887 |
| Ablowitz MJ, Ahrens CD, De Lillo S. (2005) On a "quasi" integrable discrete Eckhaus equation Journal of Nonlinear Mathematical Physics. 12: 1-12 |