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Fingerprint Dive into the research topics where Hal Smith is active. These topic labels come from the works of this person. Together they form a unique fingerprint.

Mathematics

Antibiotics
Bacteria
Behavior of Solutions
Biofilm
Bioreactor
Chemostat
Chemostat Model
Coexistence
Competitive Exclusion
Competitive System
Cooperative Systems
Decomposable
Delay Equations
Disconjugacy
Discrete Dynamics
Discrete-time
Epidemic Model
Extinction
Functional Differential Equations
Global Dynamics
Global Stability
Infection
Limiting
Lotka-Volterra System
Lyapunov Function
Mathematical Model
Model
Modeling
Monotone
Monotone Dynamical System
Monotone Systems
Nutrients
Oscillation
Periodic Orbits
Periodic Solution
Persistence
Population Model
Reaction-diffusion System
Reactor
Resources
Semiflow
Structured Populations
Subharmonic Solutions
Subharmonics
System of Ordinary Differential Equations
Time Delay
Type Systems
Uniform Persistence
Vessel
Virus

Engineering & Materials Science

Algae
Antibiotics
Antimicrobial agents
Asymptotic stability
Bacteria
Bacteriophages
Banach spaces
Bifurcation (mathematics)
Binding sites
Biofilms
Bioreactors
Boundary value problems
Cells
Chemostats
Computer simulation
Cones
Differential equations
Dilution
Drug therapy
Dynamical systems
Ecology
Ecosystems
Epitopes
Feedback
Feedback control
Fluids
Fouling
Hopf bifurcation
Integral equations
Invariance
Linear equations
Lyapunov functions
Mathematical models
Microorganisms
Nonlinear equations
Nutrients
Orbits
Ordinary differential equations
Partial differential equations
Pharmacodynamics
Phytoplankton
Pipe flow
Population dynamics
Predator prey systems
Set theory
Time delay
Time varying systems
Viruses