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

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### Mathematics

Extended Finite Element Method

Higher Order

Mesh

Discontinuity

Shape Function

Crack

Meshfree Method

Optimal Convergence Rate

Approximation Space

Level Set

NURBS

Crack Propagation

Stabilization

Approximation

Three-dimension

Arbitrary

Finite Element Method

Generalized Finite Element Method

Unknown

Partition of Unity Method

Remeshing

Level Set Method

Incompressible Navier-Stokes

Vertex of a graph

Finite Element

Petrov-Galerkin Method

Interface Problems

Shell Theory

Formulation

Free Surface Flow

Particle Method

Differential Calculus

Moving Least Squares

Mixed Methods

Stokes Flow

Incompressible Navier-Stokes Equations

Zero set

Time Stepping

Kink

Boundary Integral Equations

Gradient

Time Integration

Decomposition Method

Hybrid Method

Lagrange

Parametrization

Hydraulics

Space-time Finite Elements

Energy Release Rate

Convection

### Engineering & Materials Science

Finite element method

Stabilization

Geometry

Galerkin methods

Cracks

Differentiation (calculus)

Navier Stokes equations

Decomposition

Crack propagation

Boundary integral equations

Incompressible flow

Interpolation

Lagrange multipliers

Elasticity

Fluids

Surface tension

Energy release rate

Computer aided design

Boundary layers

Interfaces (computer)

Hydraulic fracturing

Strain energy

Two phase flow

Splines

Crack tips

Virtual reality

Bending (forming)

Fracture mechanics

Mesh generation

Visualization

Simulators

Availability

Tissue

Plastics

Geomechanics

Feedback

Torsional stress

Polynomial approximation

Shear bands

Function evaluation

### Physics & Astronomy

#### Mathematical and Computer Sciences

finite element method

meshfree methods

interpolation

differential calculus

Galerkin method

approximation

integral equations

#### General

mesh

geometry

shell theory

incompressible flow

formulations

splines

plastics

inclusions

collocation

decomposition

two phase flow

#### Physics

Navier-Stokes equation

#### Engineering

stabilization

#### Chemistry and Materials

interfacial tension