Stephen Pankavich
Cited by
Cited by
Stochastic dynamics of bionanosystems: Multiscale analysis and specialized ensembles
S Pankavich, YL Miao, J Ortoleva, Z Shreif, P Ortoleva
The Journal of chemical physics 128 (23), 06B615, 2008
Global existence for the Vlasov-Poisson system with steady spatial asymptotics
S Pankavich
Communications in Partial Differential Equations 31 (3), 349-370, 2006
A modified SEIR model for the spread of Ebola in Western Africa and metrics for resource allocation
P Diaz, P Constantine, K Kalmbach, E Jones, S Pankavich
Applied Mathematics and Computation 324, 141-155, 2018
Multiscaling for classical nanosystems: Derivation of Smoluchowski & Fokker–Planck equations
S Pankavich, Z Shreif, P Ortoleva
Physica A: Statistical Mechanics and Its Applications 387 (16-17), 4053-4069, 2008
The effects of latent infection on the dynamics of HIV
S Pankavich
Differential Equations and Dynamical Systems 24 (3), 281-303, 2016
Estimating the reproductive number, total outbreak size, and reporting rates for Zika epidemics in South and Central America
DP Shutt, CA Manore, S Pankavich, AT Porter, SY Del Valle
Epidemics 21, 63-79, 2017
Self-assembly of nanocomponents into composite structures: Derivation and simulation of Langevin equations
S Pankavich, Z Shreif, Y Miao, P Ortoleva
Journal of Chemical Physics, 2010
Analysis and simulation of the three-component model of HIV dynamics
E Jones, P Roemer, M Raghupathi, S Pankavich
SIAM Undergraduate Research Online 7, 89-106, 2014
Liquid-crystal transitions: A first-principles multiscale approach
Z Shreif, S Pankavich, P Ortoleva
Physical Review E 80 (3), 031703, 2009
A kernel-based Lagrangian method for imperfectly-mixed chemical reactions
MJ Schmidt, S Pankavich, DA Benson
Journal of Computational Physics 336, 288-307, 2017
Mathematical Analysis and Dynamic Active Subspaces for a Long term model of HIV
T Loudon, S Pankavich
Mathematical Biosciences and Engineering 14 (3), 709-733, 2017
Global classical solutions for the" One and one-half''dimensional relativistic Vlasov-Maxwell-Fokker-Planck system
S Pankavich, N Michalowski
Kinetic & Related Models 8 (1), 169, 2015
Decay in time for a one‐dimensional two‐component plasma
R Glassey, S Pankavich, J Schaeffer
Mathematical methods in the applied sciences 31 (18), 2115-2132, 2008
Numerical equivalence between SPH and probabilistic mass transfer methods for Lagrangian simulation of dispersion
G Sole-Mari, MJ Schmidt, SD Pankavich, DA Benson
Advances in water resources 126, 108-115, 2019
On the separate treatment of mixing and spreading by the reactive-particle-tracking algorithm: An example of accurate upscaling of reactive Poiseuille flow
DA Benson, S Pankavich, D Bolster
Advances in Water Resources 123, 40-53, 2019
On the accuracy of simulating mixing by random-walk particle-based mass-transfer algorithms
MJ Schmidt, SD Pankavich, DA Benson
Advances in Water Resources 117, 115-119, 2018
A short proof of increased parabolic regularity
S Pankavich, N Michalowski
Electronic Journal of Differential Equations 2015 (205), 1-9, 2015
Multiscaling for systems with a broad continuum of characteristic lengths and times: Structural transitions in nanocomposites
S Pankavich, P Ortoleva
Journal of mathematical physics 51 (6), 063303, 2010
Local existence for the one‐dimensional Vlasov–Poisson system with infinite mass
S Pankavich
Mathematical methods in the applied sciences 30 (5), 529-548, 2007
Local existence for the one-dimensional Vlasov-Poisson system with infinite mass
S Pankavich
Mathematical Methods in the Applied Sciences 30, 529-548, 2007
The system can't perform the operation now. Try again later.
Articles 1–20