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

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### Mathematics

Alternating Sign Matrices

Cluster Algebra

Plane Partitions

Enumeration

Partition Function

Determinant

Sum Rules

Path

Ground State

Quantum Algebra

Integrability

Dimer

Model

Folding

Configuration

Tangent line

Generating Function

Recursion Relations

Polynomial

Polynomial Solutions

Octahedron

Bijection

Temperley-Lieb Algebra

Curve

Combinatorics

Arbitrary

Triangular Lattice

Arch

Spin Chains

Correlation Function

Conserved Quantity

Boundary conditions

Exact Solution

Nonintersecting Lattice Paths

Random Trees

Geodesic Distance

Heap

Positivity

Strip

Operator

Tiling

Integral Formula

Coefficient

Recurrence

Laurent Polynomials

Minimal polynomial

Planar Maps

Orthogonalization

Graph in graph theory

Symplectic Group

### Physics & Astronomy

#### Mathematical and Computer Sciences

algebra

matrices

polynomials

determinants

integers

subgroups

statistics

differential equations

current algebra

state vectors

#### General

enumeration

partitions

meanders

folding

triangulation

apexes

sum rules

tangents

configurations

operators

curves

fusion

Ising model

counting

random walk

exponents

rigidity

string theory

expansion

mutations

strip

continuums

products

boundary conditions

entry

triangles

census

complement

hexagons

arches

derivation

rings

rectangles

#### Aerospace Sciences

gravitation

#### Chemistry and Materials

dimers

gases

#### Physics

ground state

physics

coefficients

#### Engineering

invariance