# A STUDY ON PREFIXES OF c2 INVARIANTS

@inproceedings{Yeats2018ASO, title={A STUDY ON PREFIXES OF c2 INVARIANTS}, author={Karen Yeats}, year={2018} }

This paper begins by reviewing recent progress that has been made by taking a combinatorial perspective on the c2 invariant, an arithmetic graph invariant with connections to Feynman integrals. Then it proceeds to report on some recent calculations of c2 invariants for two families of circulant graphs at small primes. These calculations support the idea that all possible finite sequences appear as initial segments of c2 invariants, in contrast to their apparent sparsity on small graphs.

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