CDPR extends to module lattices over 2^k-cyclotomics with Hermite factor exp(Õ(√n)) and α_d=O(1) under balance, via trace-orthogonal rank-1 split plus MILP signs giving δ*≤1/2.
Computing generator in cyclotomic integer rings
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Module Lattice Security (Part II): Module Lattice Reduction via Optimal Sign Selection
CDPR extends to module lattices over 2^k-cyclotomics with Hermite factor exp(Õ(√n)) and α_d=O(1) under balance, via trace-orthogonal rank-1 split plus MILP signs giving δ*≤1/2.