On Lattices, Learning with Errors, Random Linear Codes ...
Blum, Kalai, and Wasserman [11] provided the first subexponential algorithm for this problem. Their algorithm requires only2O(n=logn) equations/time and is currently the best known algorithm for the problem. It is based on a clever idea that allows to find a small set S of equations (say, O(p n)) among 2O(n=logn) equations, such that P
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