Abstract: In this project, we consider the evolution of hypergraph invariants related to complexity, symmetry and robustness in Wolfram Models. Incidentally, we provide a function for the geometric decomposition of automorphism groups of graphs, which can be useful also in other context. Goal: The main purpose of the work is identify (hyper)graph invariants whose evolution in Wolfram Models may be interesting to analyze systematically. What next?: We have identified a few aspects interesting to study more systematically, so one first step is too get the memory necessary for the systematic investigation and analyze more data. We also identify two possible directions for further research.
