Finite Geometry, Coding Theory and Cryptography

Algebraic Semidefinite Programming for Codes and Anti-Codes in Finite Geometry

An intertwined study of coding theory and projective geometry.

A p-adic variant of the polynomial method

Applications of finite geometry in spectral graph theory and in classical and quantum error-correction

Applications of finite geometry to spectral graph theory, subspace codes and Hilbert spaces

Belgian fundamental research network on cryptology and information security

“Beyond the distance matrix”: A new framework to study and extend spectral properties of the distance matrix of a graph

Blocking sets in finite projective spaces and in coding theory

Erdos-Ko-Rado problems in finite geometry, group theory and integer partitions

FACE - GA

Finite geometry and its applications in coding theory.

Finite semifields

Galois geometries and applications

Intertwining Extremal Combinatorics and Finite Geometry

Intriguing subsets of finite projective and polar spaces

Is the spectrum a fingerprint of a graph?

LDPC codes arising from geometrical structures

Linear codes arising from projective spaces and linear codes meeting the Griesmer bound

New aspects of field reduction

New Geometric and Algebraic Foundations of Coding Theory

Non-singular tensors and finite semifields.

Subspaces relevant for coding theory and geometry

Substructures in finite geometries

The geometry of MRD codes

Special points sets of polar spaces, and directions in affine spaces