Zdzislaw Jackiewicz
Affiliations: | Arizona State University, Tempe, AZ, United States |
Area:
Mathematics, Neuroscience BiologyGoogle:
"Zdzislaw Jackiewicz"Mean distance: 106866
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Publications
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| Figueroa A, Jackiewicz Z, Löhner R. (2021) Efficient two-step Runge-Kutta methods for fluid dynamics simulations Applied Numerical Mathematics. 159: 1-20 |
| Alanazi KM, Jackiewicz Z, Thieme HR. (2020) Spreading speeds of rabies with territorial and diffusing rabid foxes Discrete and Continuous Dynamical Systems-Series B. 25: 2143-2183 |
| Izzo G, Jackiewicz Z. (2020) Strong stability preserving implicit–explicit transformed general linear methods Mathematics and Computers in Simulation. 176: 206-225 |
| Braś M, Jackiewicz Z. (2020) A new class of efficient general linear methods for ordinary differential equations Applied Numerical Mathematics. 151: 282-300 |
| Figueroa A, Jackiewicz Z, Löhner R. (2020) Explicit two‐step Runge‐Kutta methods for computational fluid dynamics solvers International Journal For Numerical Methods in Fluids |
| Alanazi KM, Jackiewicz Z, Thieme HR. (2019) Numerical simulations of spread of rabies in a spatially distributed fox population Mathematics and Computers in Simulation. 159: 161-182 |
| Abdi A, Hojjati G, Jackiewicz Z, et al. (2019) A new code for Volterra integral equations based on natural Runge-Kutta methods Applied Numerical Mathematics. 143: 35-50 |
| Abdi A, Jackiewicz Z. (2019) Towards a code for nonstiff differential systems based on general linear methods with inherent Runge–Kutta stability Applied Numerical Mathematics. 136: 103-121 |
| Alanazi KM, Jackiewicz Z, Thieme HR. (2019) Numerical simulations of the spread of rabies in two-dimensional space Applied Numerical Mathematics. 135: 87-98 |
| Izzo G, Jackiewicz Z. (2019) Transformed implicit-explicit DIMSIMs with strong stability preserving explicit part Numerical Algorithms. 81: 1343-1359 |