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

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### Mathematics

Lax Equation

Lie Algebra

Soliton Equation

Kac-Moody Algebras

Polynomial Eigenvalue Problem

Monodromy

Convexity

Hamiltonian Structure

Diffeomorphism Group

Lax Representation

Orbit

Exactly Solvable Models

Torus

Canonical Transformation

Jacobi Matrix

Integrable Equation

Similarity Solution

Conservation Laws

Inverse Scattering

Unitary group

Algebraic curve

Ordinary differential equation

Nonlinear Operator

Nonlinear Evolution Equations

Semigroup

Ring or annulus

Partial differential equation

Integrable Hamiltonian System

Functional Differential Equations

Korteweg-de Vries Equation

Commutator

Discrete Systems

Theorem

Statistical Mechanics

Preservation

Asymptotic Properties

Evolution Equation

Averaging

Correlation Function

Cauchy Problem

Correctness

Inverse Problem

Quotient

Plasma

Operator

Roots

Hyperbolic Polynomial

KAM Theorem

Transform

Projective Space

### Physics & Astronomy

#### Mathematical and Computer Sciences

partial differential equations

algebra

eigenvalues

nonlinear evolution equations

differential equations

polynomials

singular integral equations

determinants

boundary value problems

#### Physics

solitary waves

shock waves

shock fronts

equations of motion

harmonics

#### Engineering

inverse scattering

commutators

preserving

leading edges

#### General

statistical mechanics

tendencies

trends

decomposition

formulations

shock

constrictions

histograms

analogs

hierarchies

#### Aerospace Sciences

orbits

### Engineering & Materials Science

Hamiltonians

Solitons

Algebra

Polynomials

Mathematical operators

Korteweg-de Vries equation

Statistical mechanics

Inverse problems

Partial differential equations

Equations of motion

Mechanics

Differential equations

Scattering

Impurities

Conservation

Fluxes

Orbits

Modulation