isingLenzMC: Monte Carlo for Classical Ising Model (with core C library)
Parallel random matrix tools and complexity for deep learning
Convenient Interface to Inverse Ising (ConIII)
Quasi-Quantum Annealing (QQA): a GPU solver for combinatorial & spin-glass optimisation — PyTorch library + live Streamlit dashboard. ICLR 2025.
Efficient simulation of spin systems in Rust
Fast MAXCUT, TSP, and sampling heuristics from near-ideal transverse field Ising model (TFIM)
Replicated Focusing Belief Propagation algorithm
The algorithm based on the UBQP model (Aref et al. 2018) for computing the exact value of frustration index (also called line index of balance)
High-performance C++17 simulation for the 3D XY Spin Glass model. Implements Hybrid Monte Carlo algorithms (Metropolis, Over-relaxation, Parallel Tempering) with HPC optimizations and scientific validation against Pixley & Young (2008) data.
Replicated Stochastic Gradient Descent algorithm
Parallel tempering code for an Ising spin glass (fortran90)
P ≠ NP via Ising Energy Landscape Fragmentation — OGP 0.00%, 35/35 checks, n = 50,000, SOS conjecture ⟹ P ≠ NP
The algorithm based on the XOR model (Aref et al. 2019) for computing the exact value of frustration index (also called line index of balance)
QUBO model solver using Intel dpcpp
Efficient time evolution for dynamical mean-field theory
🛡️ Protocole de correction d'erreur géométrique passive. Utilise le réseau E8 et la synchronisation Kuramoto pour stabiliser les atomes FC-496 sans redondance active. "Computing Géométrique"
minimal ring model with algebraic frustration floor
Cadre biophysique unifié modélisant la conscience comme une transition de phase critique (Jamming) au sein d'un réseau neuronal frustré géométriquement. Le Modèle JFCF : Jamming, Fractalité, Criticalité, Frustration
A quantum-inspired optimization solution for the Warehouse Selection Puzzle. This project uses OpenJij (Simulated Annealing) to solve a QUBO model, maximizing inventory value while satisfying strict mass, category, and compatibility constraints.
Operatorial cavity method applied to transverse field Ising model. Belief propagation on single graphs and population dynamics.
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