# Fingerprint Dive into the research topics where CLAS-NS: Mathematical Computational Modeling Sciences Center, Simon A. Levin (MCMSC) is active. These topic labels come from the works of this organization's members. Together they form a unique fingerprint.

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### Mathematics

Model

Infection

Allee Effect

Influenza

Reproduction number

Virus

Patch

Interaction

Mathematical Model

Extinction

Coexistence

Modeling

Vaccination

Epidemic Model

Predator

Vaccine

Prey

Nutrients

Infectious Diseases

Population Dynamics

Malaria

Spatial Model

Ecosystem

Population Model

Quarantine

Resources

Global Stability

Mathematical Modeling

Backward Bifurcation

Stochastic Model

Tuberculosis

Social Insects

Residence Time

Therapy

Vertical Transmission

Rotating Fluid

Contact

Cone

Global Dynamics

Epidemiological Model

Incidence

Endemic Equilibrium

Cell

Numerical Simulation

Dependent

Competition Model

Biology

Tumor

Public Health

Stochastic Epidemic Models

Mathematical Analysis

Globally Asymptotically Stable

Control Strategy

Tumor Growth

Nonlinear Equations

Persistence

Delay Differential Equations

Deterministic Model

Age-structured Model

Age Structure

Surveillance

Interior

Epidemiology

Cancer

Evolutionary Dynamics

Prostate Cancer

Sufficient Conditions

Predator-prey System

Rainfall

Evaluate

Prey-predator Model

Evolutionary Game

Isolation

Functional Response

Drugs

Estimate

Regularity

Time Delay

Predator-prey Model

Nonautonomous Equation

Simulation

Basic Reproduction number

Immunity

Health

Mortality

Range of data

Bifurcation Analysis

Reproductive number

Optimal Control

Rotating

Bistability

Spreading Speed

Fitness

Electrodynamics

Attractor

Delay Equations

Division

Type Systems

Discrete-time

Contagion

### Engineering & Materials Science

Students

Teaching

Viruses

Mathematical models

Population dynamics

Vaccines

Materials science

Feedback

Nutrients

Ecosystems

Computer simulation

Epidemiology

Pathogens

Stochastic models

Differential equations

Biodiversity

Public health

Cones

Tumors

Predator prey systems

Turbulence

Costs

Biomedical engineering

Hopf bifurcation

Navier Stokes equations

Rain

Education

Ecology

Health

Nonlinear equations

Statistics

Sustainable development

Time delay

Physics

Dynamical systems

Climate change

Personnel

Fluids

Curricula

Innovation

Hamiltonians

Drug therapy

Saturation (materials composition)

Repair

Musical instruments

Conservation

Temperature

Engineering education

Wave equations

Logistics

Disease control

Air conditioning

Inverse problems

Polynomials

Technical writing

Upper atmosphere

Troposphere

Blood

Fungi

Cells

Nutrition

Genes

Asymptotic stability

Technical presentations

Wave propagation

Integer programming

### Earth & Environmental Sciences

resource

infrastructure

ecosystem service

biodiversity

weather

infectious disease

sustainability

simulation

modeling

irrigation

teaching

air conditioning

learning

economics

coexistence

Allee effect

vulnerability

metropolitan area

student

education

climate change

bifurcation

ozone

air temperature

water

cost

effect

cooling

urbanization

drinking

avian influenza

disease transmission

rainfall

wetland

irrigation system

foot and mouth disease

stratosphere

natural resource

collective action

climate

surface temperature

land cover

crop

electrical power

predator

fishery

social insect

experiment

temperature

parasite

population dynamics

immunity

meteorology

environmental change

agriculture

environmental economics

incentive

vaccine