Proves that the Q-dimension of the span of zeta(k,a/q) - (-1)^k zeta(k,1-a/q) is at least (c-o(1)) log q as q to infinity, for fixed k >= 2.
Wong,Asymptotic approximations of integrals, Comput
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A partial result towards the Chowla--Milnor conjecture
Proves that the Q-dimension of the span of zeta(k,a/q) - (-1)^k zeta(k,1-a/q) is at least (c-o(1)) log q as q to infinity, for fixed k >= 2.