Stephen Pankavich, Ph.D.

Affiliations: 
2005 Carnegie Mellon University, Pittsburgh, PA 
Area:
Mathematics, Fluid and Plasma Physics
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"Stephen Pankavich"

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Jack Schaeffer grad student 2005 Carnegie Mellon
 (The Vlasov -Poisson system with infinite mass and energy.)
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Publications

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Schmidt MJ, Pankavich SD, Navarre-Sitchler A, et al. (2020) Reactive particle-tracking solutions to a benchmark problem on heavy metal cycling in lake sediments. Journal of Contaminant Hydrology. 234: 103642
Benson DA, Pankavich S, Schmidt MJ, et al. (2020) Entropy: (1) The former trouble with particle-tracking simulation, and (2) A measure of computational information penalty Advances in Water Resources. 137: 103509
Ben-Artzi J, Calogero S, Pankavich S. (2019) Concentrating solutions of the relativistic Vlasov–Maxwell system Communications in Mathematical Sciences. 17: 377-392
Benson DA, Pankavich S, Bolster D. (2019) On the separate treatment of mixing and spreading by the reactive-particle-tracking algorithm: An example of accurate upscaling of reactive Poiseuille flow Advances in Water Resources. 123: 40-53
Calogero S, Pankavich S. (2018) On the spatially homogeneous and isotropic Einstein-Vlasov-Fokker-Planck system with cosmological scalar field Kinetic and Related Models. 11: 1063-1083
Ben-Artzi J, Calogero S, Pankavich S. (2018) Arbitrarily Large Solutions of the Vlasov--Poisson System Siam Journal On Mathematical Analysis. 50: 4311-4326
Loudon T, Pankavich S. (2017) Mathematical analysis and dynamic active subspaces for a long term model of HIV. Mathematical Biosciences and Engineering : Mbe. 14: 709-733
Pankavich S, Schaeffer J. (2017) Erratum to “Global classical solutions of the ‘one and one-half’ dimensional Vlasov–Maxwell–Fokker–Planck system” Communications in Mathematical Sciences. 15: 1791-1799
Schmidt MJ, Pankavich S, Benson DA. (2017) A Kernel-based Lagrangian method for imperfectly-mixed chemical reactions Journal of Computational Physics. 336: 288-307
Glassey R, Pankavich S, Schaeffer J, et al. (2016) Separated characteristics and global solvability for the one and one-half dimensional vlasov maxwell system Kinetic and Related Models. 9: 455-467
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