# Fingerprint Dive into the research topics where Probability Laboratory at Bath is active. These topic labels come from the works of this organisation's members. Together they form a unique fingerprint.

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### Mathematics

Lévy Process

Model

Branching Brownian Motion

Multilevel Methods

Branching

Spine

Preferential Attachment

Branching Random Walk

Phase Transition

Martingale

Traveling Wave

Skorokhod Problem

Gradient Flow

Scale Function

Hedging

Brownian motion

Embedding Problem

Stable Process

Vertex of a graph

Monte Carlo method

Graph in graph theory

Self-similar Processes

Markov Process

Large Deviations

Sandpiles

Ball

Decompose

Random walk

Random Geometric Graph

Fragmentation

Poisson process

Path

Large Deviation Principle

Elliptic PDE

Strong law of large numbers

Coefficient

Scaling Limit

Super-Brownian Motion

Continuous-state Branching Process

Branching process

Power Law

Hydrodynamic Limit

Converge

Elliptic Problems

Mixing Time

Galton-Watson Tree

Backbone

Anderson Model

Infinity

Superprocess

Random Coefficients

Moment

Poisson Point Process

Optimal Transport

Interaction

Scaling

Random Networks

Approximation

Differential equation

Pricing

Fluctuations

Zero

Regularity

Dissipation

Zero-range Process

Particle System

Optimal Stopping Problem

Exponent

Stochastic Equations

Condensation

Duality

Fluctuations (theory)

Spanning Forest

Markov chain

Configuration

Modeling

Appeal

Point Process

Nearest Neighbor

Lemma

Jump

Lattice Model

Local Time

Roots

Excursion Theory

Siméon Denis Poisson

Subordinator

Partial differential equation

Rate of Convergence

Boolean Model

Arbitrage

Giant Component

Domain Decomposition

Critical value

Grid

Limit Theorems

First-passage Percolation

Spectral Density

Entropy

Poincaré

### Physics & Astronomy

#### Engineering

self assembly

hydrodynamics

pulse detonation engines

trapping

assembling

moments

jamming

condensing

orthogonality

phase transformations

martensitic transformation

machinery

electrical resistance

resistors

#### General

deviation

interactions

mesh

colloids

Markov chains

dynamical systems

metastable state

critical point

formulations

assembly

statistical mechanics

depletion

thermodynamics

configurations

entropy

kinetics

stochastic processes

apexes

scaling

degrees of freedom

folding

dissipation

attachment

decay

simulation

three dimensional models

thermodynamic equilibrium

martingales

energy

predictions

shape optimization

Green's functions

random walk

voids

microstructure

modularity

reaction-diffusion equations

fluctuation theory

infinity

norms

energy methods

vulnerability

Lennard-Jones potential

proportion

ecosystems

continuums

computerized simulation

limbs

free energy

grids

frequency response

sum rules

formalism

closures

crystals

#### Chemistry and Materials

glass

liquids

spin glass

gases

crystallization

zirconium oxides

#### Aeronautics

trajectories

#### Physics

gradients

traveling waves

hydrodynamic equations

potential energy

perturbation

coefficients

temperature

#### Mathematical and Computer Sciences

symmetry

approximation

Fokker-Planck equation

differential equations

Monte Carlo method

applications of mathematics

theorems

#### Life Sciences

infectious diseases

ecology

fitness

biology

#### Aerospace Sciences

ionospheric storms

cavities

weather

avalanches

rotors

#### Social and Information Sciences

scaling laws

### Business & Economics

Brownian motion

Lévy process

Graph

Random walk

Hedging