1. Salmaniw, Y., Liu, D., Shi, J., and Wang, H. Dynamics of a Coupled Nonlocal PDE-ODE System with Spatial Memory: Well-Posedness, Stability, and Bifurcation Analysis . Journal of Nonlinear Science 36, Article 19 (2026). [preprint]
2. Carrillo, J. A., Salmaniw, Y., and Skrzeczkowski, J. Well-posedness of aggregation-diffusion systems with irregular kernels . Annales de l’Institut Henri Poincaré C, Analyse Non Linéaire (2026), published online first. [preprint]
3. Carrillo, J. A., and Salmaniw, Y. Long-time behaviour and bifurcation analysis of a two-species aggregation-diffusion system on the torus . Calculus of Variations and Partial Differential Equations 65, Article 19 (2026). [preprint]
4. Liu, D., Potts, J. R., Salmaniw, Y., Shi, J., and Wang, H. Biological Aggregations from Spatial Memory and Nonlocal Advection . Physica D: Nonlinear Phenomena 476, 134682 (2025). [preprint]
5. Salmaniw, Y., and Browning, A. P. Structural identifiability of linear-in-parameter parabolic PDEs through auxiliary elliptic operators . Journal of Mathematical Biology 91, Article 4 (2025). [preprint]
6. Jacobs, J., Salmaniw, Y., Lam, K.-Y., Zhai, L., Wang, H., and Zhang, B. Fundamental principles of the effect of habitat fragmentation on species with different movement rates . Conservation Biology 39(3) (2025), e14424.
7. Liu, D., Salmaniw, Y., Wang, H., and Jiang, W. Steady-state bifurcations of a diffusive–advective predator–prey system with hostile boundary conditions and spatial heterogeneity . Zeitschrift für angewandte Mathematik und Physik 75, Article 124 (2024).
8. Wu, P., Salmaniw, Y., and Wang, X. Threshold dynamics of a reaction-advection-diffusion schistosomiasis epidemic model with seasonality and spatial heterogeneity . Journal of Mathematical Biology 88, Article 76 (2024).
9. Wang, H., and Salmaniw, Y. Open problems in PDE models for knowledge-based animal movement via nonlocal perception and cognitive mapping . Journal of Mathematical Biology 86, Article 71 (2023). [preprint]
10. Salmaniw, Y., Shen, Z., and Wang, H. Global dynamics of a diffusive competition model with habitat degradation . Journal of Mathematical Biology 84, Article 18 (2022).
11. Wang, Z., Salmaniw, Y., and Wang, H. Persistence and propagation of a discrete-time map and PDE hybrid model with strong Allee effect . Nonlinear Analysis: Real World Applications 61 (2021).
12. Salmaniw, Y. Uniformly bounded weak and classical solutions to a singular parabolic system and applications . Journal of Mathematical Analysis and Applications 490(1) (2020).
13. Chen, S., Salmaniw, Y., and Xu, R. Bounded solutions to a singular parabolic system . Journal of Mathematical Analysis and Applications 455(2) (2017), 963–978.
14. Chen, S., Salmaniw, Y., and Xu, R. Global existence for a singular Gierer-Meinhardt system . Journal of Differential Equations 262(3) (2017), 2940–2960.

Preprints / Working papers

• Loman, T. E., Salmaniw, Y., León Villares, A., Carrillo, J. A., and Baker, R. E. Learning functional components of PDEs from data using neural networks . Preprint (2026).
• Carrillo, J. A., Salmaniw, Y., and León Villares, A. Numerical stationary states for nonlocal Fokker-Planck equations via fixed points of consistency maps . Preprint (2026).
• Liu, D., Salmaniw, Y., Song, Y., and Wang, H. Dynamics of a Nonlocal Advection Consumer–Resource System with Implicit Spatial Memory. Working paper / preprint to appear.
• Hesseler, G., Salmaniw, Y., Fletcher, R. J., Zhai, L., Ma, S., Wang, H. and Zhang, B. Neither single large nor several small: patch-size variation, corridors, and the essential role of movement. Working paper.
• Shen, Z., Wang, H., and Salmaniw, Y. From habitat decline to collapse: a spatially explicit approach connecting habitat degradation to destruction . Preprint (2024).