For each p≥2 and any spectrally unitary Z^p-action A on H1(T^3,Z) with trivial fixed set, there exists a free real-analytic Z^p-action on T^3 inducing A on homology.
Newman Integral matrices
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Free ${\Bbb Z}^p$-actions on the three dimensional torus
For each p≥2 and any spectrally unitary Z^p-action A on H1(T^3,Z) with trivial fixed set, there exists a free real-analytic Z^p-action on T^3 inducing A on homology.