This dataset contains Cayley graphs of finite groups: one row per group, covering groups whose order is between 641 and 767. Each graph is the Cayley graph built from the group's minimal generating set (see Provenance below).
Rows (groups): 6,160
Group orders covered: 641–767 (127 distinct orders)
Task: binary graph classification (default label: IsMonolithic).
This dataset is part of a census of 131… See the full description on the dataset page:
https://huggingface.co/datasets/Engrima18/cayley-graphs-641-to-767.
