3 papers
cond-mat.stat-mech2026
On the geometric algebras of the Ising model
N. Johnson, D. Marenduzzo, A. Morozov +2
We revisit the classical transfer matrix solution of the one- and two-dimensional Ising model from the perspective of Clifford and conformal geometric algebras. Building on Kaufman…
cond-mat.soft2025
Clifford algebras and liquid crystalline fermions
N. Johnson, L. C. Head, O. D. Lavrentovich +6
We show that Clifford algebras provide a natural language to describe the physics of liquid crystal defects in 3D. This framework shows that most of these defects have fermionic na…
physics.bio-ph2023
Modelling the 3D spatiotemporal organisation of chromatin replication
G. Forte, S. Buonomo, P. R. Cook +3
We propose a polymer model for the dynamics of chromatin replication in three dimensional space. Our simulations indicate that both immobile and tracking replisomes may self-assemb…