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

Mathematics

Fragmentation
Nucleation
Steady-state Solution
Stationary Solutions
Fixed-point Equation
Model
Bistability
Bifurcation
Nematic Liquid Crystal
Hysteresis
Coagulation
Bak-Sneppen Model
Liquid Crystal
One Dimension
Cell
Phase Transition
Markov Process
Memory Effect
Visibility Graph
Interval
Polymer Melts
Uniqueness
Unimodality
Young Measures
Materials Science
Phase Field Model
Steady-state Distribution
Frustration
Stationary Distribution
Market Model
Quasilinear Equations
Minimality
Wave Speed
Cell Population
Glass Transition
Kinetic Monte Carlo
Bifurcation Analysis
Switch
Ergodicity
Rationality
Stock Market
Twist
Markov chain
Integro-differential Equation
Well-posedness
Irradiation
Order Parameter
Diffusion Process
Probability density function
Modeling

Engineering & Materials Science

Nucleation
Bifurcation (mathematics)
Nematic liquid crystals
Coagulation
Switches
Boundary conditions
Data storage equipment
Phase transitions
Magnetic fields
Fluxes
Liquid crystals
Orbits
Anisotropy
Integrodifferential equations
Film growth
Materials science
Lyapunov functions
Set theory
Deposition rates
Linear equations
Convolution
Inverse problems
Cells
Ground state
Partial differential equations
Dosimetry
Hysteresis
Monolayers
Magnetization
Dynamical systems
Substrates
Polymer melts
Rivers
Irradiation
Elastic constants
Viscosity
Proteins
Eigenvalues and eigenfunctions
Fokker Planck equation
Degradation
Economics
Fluids
Initial value problems
Differential equations
Ecology
Integral equations
Magnets
Radiation
Stabilization
Monomers

Physics & Astronomy

Engineering

nucleation

General

fragmentation
Markov processes
volatility
simulation
data simulation
thresholds
scaling
magnetization
kinetics

Physics

visibility
viscosity
kurtosis

Mathematical and Computer Sciences

convolution integrals

Aerospace Sciences

magnetic fields