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

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### Mathematics

Boundary Layer

Parabolic Systems

Maxwell System

Cross-diffusion System

Inviscid Limit

Navier-Stokes Equations

Shear Flow

Spectral Stability

Ill-posedness

Shock

Triangular Systems

Bounded Domain

Nonlinear Stability

Green's function

Global Attractor

Navier-Stokes

Hyperbolic Systems

Asymptotic Stability

Orr-Sommerfeld Equation

Vanishing Viscosity

Elliptic Systems

Weak Solution

Unstable

Coupled System

Arbitrary

Incompressible Flow

Regularity of Solutions

Resolvent

Asymptotic Expansion

Euler

Plasma

Viscosity

Quasi-neutral Limit

Reynolds number

Operator

Boundary conditions

Estimate

Persistence

Degenerate Parabolic System

Uniform Persistence

Model

Population Dynamics

Mean-field Limit

Nonlinear Instability

Global Smooth Solution

Non-relativistic Limit

Vorticity

Vlasov Equation

Point Vortex

Incompressible Navier-Stokes Equations

### Engineering & Materials Science

Boundary layers

Asymptotic stability

Green's function

Navier Stokes equations

Collisionless plasmas

Boundary conditions

Viscosity

Gas dynamics

Kinetics

Vlasov equation

Incompressible flow

Electromagnetic fields

Euler equations

Light velocity

Conservation

Bosons

Population dynamics

Defects

Linear stability analysis

Plasma stability

Parallel flow

Vorticity

Boltzmann equation

Dimensional stability

Viscous flow

Radiation

Topography

Gases

Partial differential equations

Linear systems

Lakes

Porous materials

Geometry

Shear flow

Large scale systems

Magnetohydrodynamics

Vortex flow

Turbulence

Damping

Magnetic fields

Fluxes

Plasmas

Sobolev spaces

Shock waves

Gaussian distribution

### Physics & Astronomy

#### General

boundary layers

incompressible flow

estimates

Landau-Ginzburg equations

shock

defects

kinetics

Green's functions

inviscid flow

profiles

interactions

transition layers

#### Mathematical and Computer Sciences

Burger equation

approximation

eigenvalues

#### Aerospace Sciences

lakes

#### Geosciences

topography

#### Physics

perturbation

group velocity

#### Engineering

far fields

#### Social and Information Sciences

Newton second law

#### Chemistry and Materials

gases