Eprint on SVP in 2^{0.6039n} classical time via midpoint Hessians and Gaussian sampling, because lattices needed more calculus.
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01 02 Discrete Gaussian sampling in 2^{n/2+o(n)} time, apparently one sample at a time now.03 Can the Hessian of a periodic Gaussian really push SVP to 2^0.6039n classically and 2^0.5411n quantumly?04 Solving the Shortest Vector Problem in $2^{0.7314n+o(n)}$ Time via Discrete Gaussian Sampling on Superlattices eprint.iacr.org2^0.7314n for exact Euclidean SVP, if you enjoy superlattices, discrete Gaussians, and still-astronomical space.