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

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### Mathematics

Cauchy Problem

Nonlinear Equations

Nonlinearity

Regularity Criterion

Smoothing Effect

Global Existence

Sobolev Spaces

Strichartz Estimates

Global Solution

Global Well-posedness

Scattering

Hartree Equation

Ginzburg-Landau Model

Cauchy

Weak Solution

Estimate

Wave Operator

Superconductivity

Klein-Gordon Equation

Fractional

Life Span

Energy

Hardy Inequality

Wave equation

Besov Spaces

Blow-up of Solutions

Strong Solution

Weighted Estimates

Blow-up

Existence and Uniqueness

Finite Time Blow-up

Decay

Nonexistence

Leibniz' rule

Local Solution

Infinity

Gauge

Interpolation Inequality

Term

Regularity

Local Well-posedness

Interaction

Lorentz Spaces

Derivative

Scattering Problems

Schrodinger Equation

Uniqueness

Navier-Stokes

System of equations

Heat Flow

### Engineering & Materials Science

Nonlinear equations

Sobolev spaces

Scattering

Magnetohydrodynamics

Wave equations

Gages

Navier Stokes equations

Derivatives

Invariance

Initial value problems

Ground state

Superconductivity

Electric commutators

Boundary conditions

Interpolation