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New Challenges in Mathematical Modelling and Control of COVID-19 Epidemics: Analysis of Non-pharmaceutical Actions and Vaccination Strategies

This reprint contains eleven papers and an Editorial, which were accepted and published in the Special Issue “New Challenges in Mathematical Modelling and Control of COVID-19 Epidemics: Analysis of Non-pharmaceutical Actions and Vaccination Strategies” of the MDPI Mathematics journal. It comprises t...

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Salvato in:
Natura: Online
Lingua:inglese
Pubblicazione: MDPI - Multidisciplinary Digital Publishing Institute 2024
Soggetti:
COVID-19 epidemic
model identification
parameter estimation
compartmental model
national lockdown
regional action
vaccine prioritization strategy
flexible Weibull extension
mortality rate
COVID-19 event
simulation
statistical modeling
COVID-19
economic systems
governance models
economic recovery
SIR model
Sanderson model
artificial intelligence
balance model
CIR model
forecasting
modeling
dynamical systems
epidemics
stability
disease
bio mathematics modeling
COVID 19 model
basic reproduction number
agent-based model
epidemic model
computational epidemics
epidemic control policies
nonpharmaceutical interventions
Haar wavelet
reproduction number
fractional modeling
numerical analysis
Cauchy problem
non-linear ordinary differential equations
time-discrete models
stability analysis
sensitivity analysis
competing risks
risk factors
cause-specific hazard
sub-distribution hazard
COVID-19 pandemic
multiple vaccine doses
time-varying optimal controls
Pontryagin maximum principle
vaccine effects
global optimization
n/a
thema EDItEUR::P Mathematics and Science
thema EDItEUR::P Mathematics and Science::PB Mathematics
thema EDItEUR::P Mathematics and Science::PB Mathematics::PBW Applied mathematics
Accesso online:ONIX_20240906_9783725811755_22
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