# 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.

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### Mathematics

Chemostat

Bacteria

Nutrients

Persistence

Reactor

Functional Differential Equations

Semiflow

Infection

Virus

Coexistence

Periodic Solution

Structured Populations

Model

Epidemic Model

Competitive System

Population Model

Global Stability

Bioreactor

Periodic Orbits

Lotka-Volterra System

Competitive Exclusion

Monotone

Monotone Dynamical System

Chemostat Model

Delay Equations

Biofilm

Uniform Persistence

Time Delay

Extinction

Mathematical Model

Monotone Systems

Reaction-diffusion System

Resources

Discrete Dynamics

Cooperative Systems

Lyapunov Function

Global Dynamics

Discrete-time

Oscillation

Limiting

Subharmonic Solutions

Subharmonics

Behavior of Solutions

Decomposable

Antibiotics

System of Ordinary Differential Equations

Type Systems

Vessel

Disconjugacy

Modeling

### Engineering & Materials Science

Chemostats

Nutrients

Bacteria

Viruses

Bacteriophages

Dynamical systems

Differential equations

Banach spaces

Ordinary differential equations

Mathematical models

Orbits

Time delay

Hopf bifurcation

Biofilms

Asymptotic stability

Antibiotics

Cones

Feedback

Integral equations

Lyapunov functions

Partial differential equations

Boundary value problems

Antimicrobial agents

Dilution

Pharmacodynamics

Fluids

Computer simulation

Pipe flow

Bifurcation (mathematics)

Fouling

Invariance

Population dynamics

Microorganisms

Predator prey systems

Epitopes

Drug therapy

Phytoplankton

Time varying systems

Cells

Binding sites

Ecology

Algae

Bioreactors

Set theory

Linear equations

Nonlinear equations

Ecosystems

Feedback control

### Medicine & Life Sciences

Food

Population

Bacteria

Growth

Theoretical Models

Biofilms

Bacteriophages

21st Century History

Viruses

Large Intestine

20th Century History

Marine Biology

Orbit

Oncolytic Virotherapy

Zooplankton

Anti-Bacterial Agents

Phytoplankton

Systems Theory

Mathematics

Military Personnel

Anti-Infective Agents

Infection

Computational Biology