Profile 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

Time scales
Strong convergence
Multiscale methods
Stochastic dynamical systems
Stochastic equations
Convergence rate
Differential equation
Jump-diffusion process
Multiple time scales
Ergodicity
Numerical scheme
Electromagnetic fields
Averaging
Mesh
Insulin
Redistribution
Modeling
Multiscale computation
Girsanov theorem
Cahn-Hilliard equation
A.s. convergence
Scale space
Linear response
Ginzburg-Landau
Linear system of equations
Strong theorems
Stochastic dynamics
Disparities
Optimal strategy
Nanostructures
Weak convergence
Maxwell's equations
Density functional
Invariant measure
Convergence theorem
Quantum mechanics
Forcing
Schrödinger equation
Error estimates
Optimality
High-dimensional
Numerical methods
Equivalence
Electron
Numerical examples
Motion
Grid
Generalized eigenvalue problem
Adaptive mesh
Nonlinear eigenvalue problem

Engineering & Materials Science

Finite element method
Wave functions
Electromagnetic fields
Dynamical systems
Differential equations
Current density
Experiments
Reaction kinetics
Computer simulation
Masks
Numerical methods
Atoms
Maxwell equations
Charged particles
Density functional theory
Nanostructures
Electrons
Insulin
Conjugate gradient method
Quantum theory
Random processes
Escherichia coli
Electronic structure
Carrier concentration
Linear systems
Genes
Switches
Azobenzene
Isomerization
Charge density
Molecular dynamics
Natural frequencies
Electric wiring
Kinetics
Scaling laws

Physics & Astronomy

General

simulation
estimates
reaction kinetics
dynamical systems
electronic structure
energy
electronics
mesh
molecular dynamics
tetrahedrons
metastable state
thin films
variational principles
switches
deviation
Maxwell equation
equivalence
resonant frequencies
histories
density functional theory
costs
nuclei
estimators
pseudopotentials
eccentrics
complex systems

Mathematical and Computer Sciences

finite element method
eigenvalues
conjugate gradient method
theorems

Physics

electrons
oscillations
cycles
temperature
diffusion coefficient
charged particles
current density
thermal noise

Engineering

electromagnetic fields
pulse detonation engines
excitation
magnetic switching
invariance

Life Sciences

yeast

Social and Information Sciences

scaling laws

Chemistry and Materials

isomerization