Mathematical Modeling and Analysis of Problems in Ecology, Epidemiology and Oncology
Materialtyp:
ArtikelUtgivningsinformation: MDPI - Multidisciplinary Digital Publishing Institute 2025Beskrivning: 1 electronic resource (246 p.)Innehållstyp: - text
- computer
- online resource
- 9783725827190
- 9783725827206
- Reference, Information and Interdisciplinary subjects
- Research and information: general
- Mathematics and Science
- 92-10
- 92B05
- 92C45
- 92C70
- COVID-19
- Hopf bifurcation
- LCMV
- Lyapunov function
- MSC
- anomalies
- biomechanics
- branching models
- coevolution
- colored environmental fluctuations
- colored noise
- consistency
- correlation times
- diffusive SIRS model
- drug toxicity
- environmental fluctuations
- epidemiology
- global stability
- harmful algal bloom
- humoral immunity
- incidence rate and disease spread
- infectious disease
- infectious diseases
- intracellular replication
- latent infection
- local bifurcations
- mathematical model
- mathematical modeling
- mathematical modelling
- mathematical oncology
- models with immigration
- modified Holling type II
- monkeypox virus
- moving average
- optimal control
- order parameters
- oxygen-plankton model
- parasite dormancy
- partial differential equations
- partial immunity
- population dynamics
- population fluctuations
- predictability
- problems in pharmacology
- sensitivity analysis
- stability
- stability analysis
- state constraints
- stochastic description
- stochastic numerical scheme
- stochasticity
- temporal correlation
- time delay
- tumor burden
- two
Open Access Unrestricted online access star
This reprint contains 11 papers that were reviewed, accepted, and published in the MDPI journal of Mathematics as part of the Special Issue on Mathematical Modeling and Analysis of Problems in Ecology, Epidemiology, and Oncology. The reprint covers a diverse range of topics in mathematical biology, including contemporary research in epidemiology, ecology, and oncology. The included articles discuss subjects such as monkeypox outbreaks, antiangiogenic therapy for malignant tumors, stochastic epidemic models, optimal treatment for prostate cancer, and models of harmful algal blooms and COVID-19. This collection serves as a foundation for readers to further explore these critical areas of research.
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eng
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