Towards a finite presentation for the Nottingham group

This paper exhibits 2 generators for the Nottingham group N(Fp) for p>3 and relations that they satisfy modulo terms of the lower central series, and begins an investigation of the properties of an infinite pro-p group G with a pair of generators satisfying these relations. The ultimate aim is to show that the graded Lie algebras of G and N(Fp) with respect to their lower central series are isomorphic.