The formalism of Holographic Space-time (HST) is a translation of the principles of
Lorentzian geometry into the language of quantum information. Intervals along time-like …

The symmetry SU (2) and its geometric Bloch Sphere rendering have been successfully
applied to the study of a single qubit (spin-1/2); however, the extension of such symmetries …

In this article, we show that sets of three-qubit quantum observables obtained by considering
both the classical and skew embeddings of the split Cayley hexagon of order two into the …

Abstract The development of Noisy Intermediate Scale Quantum Computers (NISQC)
provides for the Quantum Information community new tools to perform quantum experiences …

We study certain physically-relevant subgeometries of binary symplectic polar spaces W (2
N− 1, 2) of small rank N, when the points of these spaces canonically encode N-qubit …

The vector space of symmetric matrices of size $ n $ has a natural map to a projective space
of dimension $2^ n-1$ given by the principal minors. This map extends to the Lagrangian …

This work considers combinatorial designs in terms of the algebra of quantum spins,
providing insights and techniques useful to both. The number 15 that is central to a famous …

Although current quantum computers are limited to the use of a few quantum bits, the
foundations of quantum programing have been growing over the last 20 years. These …

The well known Nakano–Nishijima–Gell-Mann (NNG) formula relates certain quantum
numbers of elementary particles to their charge number. This equation, which …

This thesis is the continuation of my previous work 1 [10] in the cross field of quantum
information and finite geometry, and one of the main motivations was the toy model …