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Device-Independent Quantum Key Distribution
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==Notation== * <math>n</math> expected number of rounds * The total number of rounds <math>n</math> is divided in to <math>m</math> blocks of size upper-bounded by <math>s_{\max}</math>. * <math>l</math> final key length * <math>\gamma</math> fraction of test rounds * <math>Q</math> quantum bit error rate * <math>\beta</math> CHSH violation * <math>\omega_{exp}</math> expected winning probability on the CHSH game in an honest implementation * <math>\delta_{est}</math> width of the statistical interval for the Bell test * <math>\delta_{con}</math> confidence interval for the Bell test * <math>\epsilon_s</math> smoothing parameter * <math>\epsilon_{EC},\epsilon'_{EC}</math> error probabilities of the error correction protocol * <math>\epsilon_{EA}</math> error probability of Bell violation estimation. * <math>\epsilon_{con}</math> error probability of Bell violation estimation. * <math>\epsilon_{PA}</math> error probability of the privacy amplification protocol * <math>\mbox{leak}_{EC}</math> leakage in the error correction protocol * For any registers <math>(Z_i)_{i \in \mathbb{N}}</math>, we use <math>Z_j^k,\ (j\leq k)</math> as a shorthand notation for the string <math>Z_j,\ldots,Z_k</math>.
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