Martin Neil Huxley FLSW (born in 1944) is a British mathematician, working in the field of analytic number theory.

He was awarded a PhD from the University of Cambridge in 1970, the year after his supervisor Harold Davenport had died.

Huxley proved a result on gaps between prime numbers,[1] namely that if pn denotes the n-th prime number and if θ > 7/12, then for all sufficiently large n. Huxley also improved the known bound on the Dirichlet divisor problem.

[2] In 2011, Huxley was elected a Fellow of the Learned Society of Wales.

This article about a United Kingdom mathematician is a stub.