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

- Sort by
- Weight
- Alphabetically

### Mathematics

Elastic Rods

Complex Ginzburg-Landau Equation

Hydrodynamics

Hydrodynamic Model

Evans Function

Nonlinear Klein-Gordon Equation

Ginzburg-Landau

Quenching

Collective Behavior

Numerical Simulation

Micro-electro-mechanical Systems

Two-dimensional Systems

Capacitor

Model

Swift-Hohenberg Equation

Spectral Stability

Correlation Function

Turbulence

Finite-time Singularities

Modeling

Defects

Collision

Nonlinear Optics

Reaction-diffusion Equations

Nutrients

Singular Nonlinearity

Thin Film Equation

Dynamical system

Optical Vortex

Interface Dynamics

Traveling Wave Solutions

Raman

Hamiltonian Formalism

Spatio-temporal Model

Bacteria

Topological Defects

Contact Line

Coherent Structures

Fourth Order

Reaction-diffusion Model

Reduced Model

Configuration

Periodic Structures

Grain Boundary

Parabolic Partial Differential Equations

Intermittency

Disorder

Three-dimensional

Singularity

Laser

### Physics & Astronomy

#### General

Landau-Ginzburg equations

defects

lasers

thresholds

simulation

aspect ratio

Raman lasers

elastic sheets

pulses

hexagons

configurations

soaps

reaction-diffusion equations

intermittency

grain boundaries

drainage

classifying

standing waves

diagrams

handedness

cascades

nutrients

dynamical systems

routes

phase diagrams

three dimensional models

vortices

mirrors

#### Aerospace Sciences

turbulence

magnetic fields

cavities

#### Physics

traveling waves

Klein-Gordon equation

nonlinear optics

perturbation

solitary waves

#### Engineering

hydrodynamics

rods

nucleation

apertures

energy transfer

electrostatics

reflectors

#### Life Sciences

disorders

#### Aeronautics

touchdown

planforms

#### Mathematical and Computer Sciences

low Reynolds number

chirality

Reynolds number

broken symmetry

### Engineering & Materials Science

Turbulence

Defects

Computer simulation

Quenching

Hydrodynamics

Hamiltonians

Dynamical systems

Lasers

Partial differential equations

Capacitors

Laser modes

Pacemakers

Nonlinear optics

MEMS

Cascades (fluid mechanics)

Odors

Aspect ratio

Phase structure

Solitons

Energy transfer

Phase diagrams

Modulation

Electrostatics

Gravitation

Grain boundaries

Vortex flow

Reynolds number

Nucleation

Bearings (structural)

Phase transitions

Derivatives

Geometry

Free flight

Experiments

Thin films

Linear stability analysis

Hopf bifurcation

Asymptotic analysis

Networks (circuits)

Hard disk storage

Periodic structures

Nonlinear equations

Algebra

Navier Stokes equations

Molecular dynamics