Fingerprint Fingerprint is based on mining the text of the experts' scientific documents to create an index of weighted terms, which defines the key subjects of each individual researcher.

Mathematics

Model
Invariant Manifolds
Solitons
Nonlinear Schrödinger Equation
Traveling Wave
Unstable
Bifurcation
Traveling Wave Solutions
Perturbation
Eigenvalue
Lemma
Solitary Waves
Term
Theorem
Morse Index
Maslov Index
Orbit
Combustion
Slow Manifold
Essential Spectrum
Short Pulse
Propagation
Standing Wave
Vorticity
Dynamical system
Ocean
Vector Field
Dispersion Management
Stable Manifold
Reaction-diffusion Equations
Communication Systems
Stability Analysis
Homoclinic Orbit
Velocity Field
Ostrovsky Equation
Four-wave Mixing
Nonlinear Klein-Gordon Equation
Index Theorem
Schrödinger Operator
Climate
Optical Fiber
Euler
Singular Solutions
Heteroclinic Orbit
Unstable Manifold
Internal Waves
Singularly Perturbed Systems
FitzHugh-Nagumo
Shooting
Stable and Unstable Manifolds

Physics & Astronomy

General

pulses
vortices
interactions
propagation
nonlinearity
assimilation
amplifiers
standing waves
shelves
fibers
variational principles
climate models
pendulums
fluid flow
envelopes
dynamical systems
base flow
ocean models
Fabry-Perot interferometers
settling
drainage
solidification
bundles
chaos

Physics

solitary waves
perturbation
optical fibers
oscillations
velocity distribution
ground state
traveling waves
optical waveguides
wave equations

Mathematical and Computer Sciences

nonlinear equations
eigenvalues
approximation
vorticity
differential equations
partial differential equations
perturbation theory

Aerospace Sciences

orbits

Geosciences

Gulf of Mexico

Engineering

communication
Kalman filters
telecommunication

Aeronautics

trajectories
particle trajectories

Life Sciences

four-wave mixing

Chemistry and Materials

chlorophylls

Engineering & Materials Science

Solitons
Boundary conditions
Fluids
Orbits
Vortex flow
Boundary value problems
Dynamical systems
Optical fibers
Vorticity
Mathematical models
Trajectories
Communication systems
Ordinary differential equations
Nonlinear equations
Four wave mixing
Maxwell equations
Stars
Partial differential equations
Optical communication
Computer simulation
Kalman filters
Flow fields
Probability distributions
Flow of fluids
Hamiltonians
Conservation
Amplification
sine-Gordon equation
Predator prey systems
Fabry-Perot interferometers
Importance sampling
Hopf bifurcation
Bifurcation (mathematics)
Phytoplankton
Extended Kalman filters
Difference equations
Chlorophyll
Viscous flow
Shear flow
Algae
Ultrashort pulses
Climate change
Chaos theory
Topography
Particles (particulate matter)
Aerosols
Carrier concentration
Mathematical operators
Time series
Advection