Publikációk
[34] F. A. Bartha, P. Boldog, T. Tekeli, Zs. Vizi, A. Dénes, G. Röst, Potential severity, mitigation, and control of
Omicron waves depending on pre-existing immunity and immune evasion, in: R. P. Mondaini (Ed.), Trends in Biomathematics: Stability and oscillations in environmental, social and biological models – Selected works from the 21st BIOMAT
Consortium Lectures, Rio de Janeiro, Brazil, 2021, megjelenés alatt.
[33] S. Barua, A. Dénes, M. A. Ibrahim, A seasonal model to assess intervention strategies for preventing periodic recurrence of Lassa fever, Heliyon 7(2021), No. 8, e07760.
[32] A. Dénes, S. Marzban, G. Röst, Global analysis of a cancer model with drug resistance due to Lamarckian induction and microvesicle transfer J. Theor. Biol. 527(2021), 110812.
[31] S. Barua, A. Dénes, Global dynamics of a model for anaerobic wastewater treatment process, in: R. P. Mondaini (Ed.), Trends in biomathematics: chaos and control in epidemics, ecosystems, and cells, Springer, 2021.
[30] M. A. Ibrahim, A. Al-Najafi, A. Dénes, Predicting the COVID-19 spread using compartmental model and extreme value theory with application to Egypt and Iraq, in: R. P. Mondaini (Ed.), Trends in biomathematics: chaos and control in epidemics, ecosystems, and cells, Springer, 2021.
[29] M. V. Barbarossa, N. Bogya, A. Dénes, G. Röst, H. V. Varma, Zs. Vizi, Fleeing lockdown and its impact on the size of epidemic outbreaks in the source and target regions – a COVID-19 lesson, Sci. Rep. 11(2021), 9233.
[28] M. A. Ibrahim, A. Dénes, A mathematical model for Lassa fever transmission dynamics in a seasonal environment with a view to the 2017–20 epidemic in Nigeria, Nonlinear Anal. Real World Appl. 60(2021), 103310.
[27] M. A. Ibrahim, A. Dénes, Threshold dynamics in a model for Zika virus disease with seasonality, Bull. Math. Biol. 83(2021), Article No. 27, 28 pp.
[26] A. Dénes, G. Röst, Single species population dynamics in seasonal environment with short reproduction period, Comm. Pure Appl. Anal. 20(2021), 755–762.
[25] M. A. Ibrahim, A. Dénes, Threshold and stability results in a periodic model for malaria transmission with partial immunity in humans, Appl. Math. Comput. 392(2021), 125711, 19 pp.
[24] A. Dénes, G. Röst, Global analysis of a cancer model with drug resistance due tomicrovesicle transfer, in: R.P.Mondaini (Ed.), Trends in biomathematics: modeling cells, flows, epidemics, and the environment, Springer, Cham, 2020, pp. 71–80.
[23] G. Röst, F. A. Bartha, N. Bogya, P. Boldog, A. Dénes, T. Ferenci, K. J. Horváth, A. Juhász, Cs. Nagy, T. Tekeli, Zs. Vizi, B. Oroszi, Early phase of the COVID-19 outbreak in Hungary and post-lockdown scenarios, Viruses, 12(2020) No. 7, 708.
[22] A. Dénes, Y. Muroya, G. Röst, Global stability of a multistrain SIS model with superinfection and patch structure, Math. Methods Appl. Sci. 43(2020), 9671–9680.
[21] P. Boldog, T. Tekeli, Zs. Vizi, A. Dénes, F. A. Bartha, G. Röst, Risk assessment of novel coronavirus 2019-nCoV outbreaks outside China, J. Clin. Med. 9(2020), No. 571, 12 pp.
[20] A. Dénes, M. A. Ibrahim, L. Olouch, M. Tekeli, T. Tekeli, Impact of weather seasonality and sexual transmission on the spread of Zika fever, Sci. Rep. 9(2019), 17055, 10 pp.
[19] A. Dénes, M. A. Ibrahim, Global dynamics of a mathematical model for a honeybee colony infested by virus-carrying Varroa mites, J. Appl. Math. Comput. 61(2019), 349–371.
[18] E. Bánhegyi, A. Dénes, J. Karsai, L. Székely, The efect of the needle exchange program on the spread of some sexually transmitted diseases, Math. Biosci. Eng. 16(2019), No. 5, 4506–4525.
[17] K. Muqbel, A. Dénes, G. Röst, Optimal temporary vaccination strategies for epidemic outbreaks, in: R. P. Mondaini (Ed.), Trends in biomathematics: mathematical modeling for health, harvesting, and population dynamics, Springer, 2019, pp. 299–307.
[16] A. Dénes, A. B. Gumel, Modeling the impact of quarantine during an outbreak of Ebola virus disease, Infect. Dis. Model. 4(2019), 12–27.
[15] A. Dénes, L. Székely, Small solutions of the damped half-linear oscillator with step function coefficients, Electron. J. Qual. Theory Differ. Equ. 2018, No. 46, 1–13. [pdf][33] S. Barua, A. Dénes, M. A. Ibrahim, A seasonal model to assess intervention strategies for preventing periodic recurrence of Lassa fever, Heliyon 7(2021), No. 8, e07760.
[32] A. Dénes, S. Marzban, G. Röst, Global analysis of a cancer model with drug resistance due to Lamarckian induction and microvesicle transfer J. Theor. Biol. 527(2021), 110812.
[31] S. Barua, A. Dénes, Global dynamics of a model for anaerobic wastewater treatment process, in: R. P. Mondaini (Ed.), Trends in biomathematics: chaos and control in epidemics, ecosystems, and cells, Springer, 2021.
[30] M. A. Ibrahim, A. Al-Najafi, A. Dénes, Predicting the COVID-19 spread using compartmental model and extreme value theory with application to Egypt and Iraq, in: R. P. Mondaini (Ed.), Trends in biomathematics: chaos and control in epidemics, ecosystems, and cells, Springer, 2021.
[29] M. V. Barbarossa, N. Bogya, A. Dénes, G. Röst, H. V. Varma, Zs. Vizi, Fleeing lockdown and its impact on the size of epidemic outbreaks in the source and target regions – a COVID-19 lesson, Sci. Rep. 11(2021), 9233.
[28] M. A. Ibrahim, A. Dénes, A mathematical model for Lassa fever transmission dynamics in a seasonal environment with a view to the 2017–20 epidemic in Nigeria, Nonlinear Anal. Real World Appl. 60(2021), 103310.
[27] M. A. Ibrahim, A. Dénes, Threshold dynamics in a model for Zika virus disease with seasonality, Bull. Math. Biol. 83(2021), Article No. 27, 28 pp.
[26] A. Dénes, G. Röst, Single species population dynamics in seasonal environment with short reproduction period, Comm. Pure Appl. Anal. 20(2021), 755–762.
[25] M. A. Ibrahim, A. Dénes, Threshold and stability results in a periodic model for malaria transmission with partial immunity in humans, Appl. Math. Comput. 392(2021), 125711, 19 pp.
[24] A. Dénes, G. Röst, Global analysis of a cancer model with drug resistance due tomicrovesicle transfer, in: R.P.Mondaini (Ed.), Trends in biomathematics: modeling cells, flows, epidemics, and the environment, Springer, Cham, 2020, pp. 71–80.
[23] G. Röst, F. A. Bartha, N. Bogya, P. Boldog, A. Dénes, T. Ferenci, K. J. Horváth, A. Juhász, Cs. Nagy, T. Tekeli, Zs. Vizi, B. Oroszi, Early phase of the COVID-19 outbreak in Hungary and post-lockdown scenarios, Viruses, 12(2020) No. 7, 708.
[22] A. Dénes, Y. Muroya, G. Röst, Global stability of a multistrain SIS model with superinfection and patch structure, Math. Methods Appl. Sci. 43(2020), 9671–9680.
[21] P. Boldog, T. Tekeli, Zs. Vizi, A. Dénes, F. A. Bartha, G. Röst, Risk assessment of novel coronavirus 2019-nCoV outbreaks outside China, J. Clin. Med. 9(2020), No. 571, 12 pp.
[20] A. Dénes, M. A. Ibrahim, L. Olouch, M. Tekeli, T. Tekeli, Impact of weather seasonality and sexual transmission on the spread of Zika fever, Sci. Rep. 9(2019), 17055, 10 pp.
[19] A. Dénes, M. A. Ibrahim, Global dynamics of a mathematical model for a honeybee colony infested by virus-carrying Varroa mites, J. Appl. Math. Comput. 61(2019), 349–371.
[18] E. Bánhegyi, A. Dénes, J. Karsai, L. Székely, The efect of the needle exchange program on the spread of some sexually transmitted diseases, Math. Biosci. Eng. 16(2019), No. 5, 4506–4525.
[17] K. Muqbel, A. Dénes, G. Röst, Optimal temporary vaccination strategies for epidemic outbreaks, in: R. P. Mondaini (Ed.), Trends in biomathematics: mathematical modeling for health, harvesting, and population dynamics, Springer, 2019, pp. 299–307.
[16] A. Dénes, A. B. Gumel, Modeling the impact of quarantine during an outbreak of Ebola virus disease, Infect. Dis. Model. 4(2019), 12–27.