Mathematical Modeling of Biological Systems : Geometry, Symmetry and Conservation Laws

Mathematical Modeling of Biological Systems : Geometry, Symmetry and Conservation Laws

Mathematical modeling is a powerful approach supporting the investigation of open problems in natural sciences, in particular physics, biology and medicine. Applied mathematics allows to translate the available information about real-world phenomena into mathematical objects and concepts. Mathematic...

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Altri autori: Papa, Federico (Redattore), Sinisgalli, Carmela (Redattore)
Natura: Capitolo di libro
Pubblicazione: Basel MDPI - Multidisciplinary Digital Publishing Institute 2022
Soggetti:
Information technology industries
COVID-19 seasonality
S.I.R. models
mathematical modeling
forced seasonality
confounding variables
uncertainty
Atangana-Baleanu
Caputo
eco-epidemiology
Rosenzweig-MacArthur
epidemic ODE model
COVID-19 spread in Italy
system control and identification
blood microcirculation
ultrafiltration process
vasomotion
Fårhæus-Lindquist effect
type-1 diabetes mellitus
global analysis
β cells
regulatory system
dynamical systems
network optimization
stability analysis
global attractor
relative entropy
information geometry
Voronoi diagram
diffusion process
bivariate probability density function
diameter
polygon area
stand density
predictive microbiology
lactic acid bacteria
batch fermentation
primary mathematical model
bacterial growth
bounded noises
kinetic theory
active particles
statistical mechanics
population dynamics
Fokker-Planck equation
mathematical oncology
ecology
noise induced transitions
systems biology
enzymatic reactions
quadratization
ODE integration
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