Uneingeschränkter Zugang

Periodic solution analysis of a population dynamics system model for pulsating organisms

   | 31. Jan. 2024

Zitieren

Jenkins, G. P., Coleman, R. A., Barrow, J. S., & Morrongiello, J. R. (2022). Environmental drivers of fish population dynamics in an estuarine ecosystem of south‐eastern australia. Fisheries Management and Ecology. Search in Google Scholar

Wu, R., & Zhao, X. Q. (2022). The evolution dynamics of an impulsive hybrid population model with spatial heterogeneity. Communications in nonlinear science and numerical simulation(Apr.), 107. Search in Google Scholar

Yu, N., & Zhang, X. (2022). A discrete tick population dynamics model with continuous and seasonal birth breeding. International journal of biomathematics. Search in Google Scholar

Jie, H. U., Juan, L., Qing, Z., Software, S. O., & University, S. A. (2019). Dynamic analysis of pest-epidemic model with impulsive control. Mathematics in Practice and Theory. Search in Google Scholar

Yang, Z., Chen, C., Zhang, L., & Huang, T. (2018). Dynamical behaviors of a pest epidemic model with impulsive control over a patchy environment. International Journal of Bifurcation and Chaos, 28(14). Search in Google Scholar

Bingwen, C., Gui, G., Shuling, S., & Linhe, Z. (2023). Dynamical behaviors of a delayed sir information propagation model with forced silence function and control measures in complex networks. European Physical Journal Plus. Search in Google Scholar

Goel, A., & Gakkhar, S. (2016). Dynamic complexities in a pest control model with birth pulse and harvesting. Springer India. Search in Google Scholar

Jalil RashidiniaMehri SajjadianJorge DuarteCristina JanuárioNunoMartins. (2018). On the dynamical complexity of a seasonally forced discrete sir epidemic model with a constant vaccination strategy. Complexity, 2018(Pta16). Search in Google Scholar

Yang, Z., Huang, C., & Zou, X. (2018). Effect of impulsive controls in a model system for age-structured population over a patchy environment. Journal of Mathematical Biology. Search in Google Scholar

Qian, L., Lu, Q., Meng, Q., & Feng, Z. (2010). Dynamical behaviors of a prey–predator system with impulsive control. Journal of Mathematical Analysis and Applications, 363( 1), 345-356. Search in Google Scholar

Yan, X., Nie, H., Zhou, P., Yan, X., Nie, H., & Zhou, P., et al. (2022). On a competition-diffusion-advection system from river ecology: mathematical analysis and numerical study. SIAM journal on applied dynamical systems(21-1). Search in Google Scholar

Goncharov, A. A., Gorbatova, A. S., Sidorova, A. A., Tiunov, A. V., & Bocharov, G. A. (2022). Mathematical modelling of the interaction of winter wheat (triticum aestivum) and fusarium species (fusarium spp.). Ecological Modelling, 465, 109856-. Search in Google Scholar

Dumas, A., Liao, K. L., & Jeffries, K. M. (2021). Mathematical modeling and analysis of the heat shock protein response during thermal stress in fish and hela cells. Mathematical Biosciences(1), 108692. Search in Google Scholar

Chen, B., & Timoshin, S. A. (2022). Optimal control of a population dynamics model with hysteresis. Acta Mathematica Scientia, 42(1), 283-298. Search in Google Scholar

Simone, P., & Abilio, S. G. (2022). Population dynamics and reproductive biology of the sandhopper atlantorchestoidea brasiliensis (amphipoda: talitridae) of a sandy beach in southwestern atlantic coast. Journal of Natural History: An International Journal of Systematics and General Biology. Search in Google Scholar

Timoshin, S. A. A. T. (2021). Relaxation in population dynamics models with hysteresis. SIAM Journal on Control and Optimization, 59(1). Search in Google Scholar

eISSN:
2444-8656
Sprache:
Englisch
Zeitrahmen der Veröffentlichung:
Volume Open
Fachgebiete der Zeitschrift:
Biologie, andere, Mathematik, Angewandte Mathematik, Allgemeines, Physik