• 282 Citations
  • 10 h-Index
20042020
If you made any changes in Pure, your changes will be visible here soon.

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

Engineering & Materials Science

Dynamical systems
Stochastic models
Hypersonic boundary layers
Wave packets
Robotics
Inverse transforms
Fourier transforms
Stochastic systems
Synchronization
Epidemiology
Testbeds
Boundary layers
Robots
Initial value problems
Boundary layer flow
Fluid dynamics
Time delay
Oceanography
Biofuels
Blow molding
Pressure gradient
Numerical methods
Vorticity
Communication
Fluidics
Time series
Entropy
Flow fields
Laplace transforms
Temperature
Computational methods
Random processes
Viruses
Fluids
Relaxation time
Markov processes
Mach number
Chemical reactions
Reynolds number
Hopf bifurcation
Decision making
Acoustic waves
White noise

Mathematics

Extinction
Stochastic Dynamical Systems
Optimal Path
Stochastic Epidemic Models
Stochastic Model
Dynamical system
Stochastic Systems
Epidemiological Model
Projection
Center Manifold
Noise-induced Transition
Forcing
Model Reduction
Epidemiology
Stochastic Dynamics
Rare Events
Invariant Set
Swarm
Normal Form
High-dimensional
Synchronization
Infectious Diseases
Lyapunov Exponent
Transform
Computing
Model
Infection
Stochastic Evolution Equations
Time Delay
Fluctuations
Time Series Prediction
Duffing Oscillator
Quantify
Invariant
Internal
Finite Population
Langevin Equation
Singularly Perturbed
Contact
Relaxation Time
Markov Process
Prediction Model
Numerical Solution
Path
Driver
Multiple Equilibria
Timing
Rotating
Time Scales
Prediction

Physics & Astronomy

General

compressible boundary layer
dynamical systems
escape
suction
wave packets
disturbances
boundary layers
actuation
projection
time lag
optimal control
Markov processes
fluids
thermodynamic equilibrium
agglomeration
white noise
feedback control

Engineering

blowing

Chemistry and Materials

liquid surfaces
incompressible fluids
liquids

Mathematical and Computer Sciences

boundary value problems

Physics

pressure gradients
continuous spectra