Probability Bounds for Two-Dimensional Algebraic Lattice Codes
David Karpuk, Camilla Hollanti, Emanuele Viterbo · 2013
In this paper we provide easily computable probability bounds for the correct decision for an eavesdropper, over a fast fading channel, when coset coding using two-dimensional algebraic lattices is employed. These bounds are stated in terms of the group of units and Dedekind zeta function of the underlying number field.