Items where Subject is "01.01.01.11. ODE and dynamical systems"

B

Barua Saumen
Mathematical modeling of Nipah virus transmission.
Doctoral thesis (PhD), University of Szeged.
(2024)

D

Das Bornali
Biomathematics of Chlamydia.
Doctoral thesis (PhD), University of Szeged.
(2024)

Dudás János
Global stability for the delayed logistic map.
Doctoral thesis (PhD), University of Szeged.
(2021)

I

Ibrahim Mahmoud Abdalla Ali
Threshold dynamics in mathematical models for mosquito- and rodent-borne diseases with seasonality.
Doctoral thesis (PhD), University of Szeged.
(2022)

M

Marzban Sadegh
Hybrid PDE-ABM models: from oncology to virology.
Doctoral thesis (PhD), University of Szeged.
(2023)

Muqbel Khalil Ahmad Moh'd
Optimal Interventions for Epidemic Outbreaks.
Doctoral thesis (PhD), University of Szeged.
(2021)

O

Opoku Sarkodie Richmond
Complex bifurcation structures in SIRWS and SIRWJS models of pertussis with asymmetric partition of immunity period.
Doctoral thesis (PhD), University of Szeged.
(2024)

T

Tekeli Tamás
Modelling and optimizing testing strategies for epidemic outbreaks.
Doctoral thesis (PhD), University of Szeged.
(2023)