Communication-Aware Collaborative Learning

Algorithms for noiseless collaborative PAC learning have been analyzed and optimized in recent years with respect to sample complexity. In this paper, we study collaborative PAC learning with the goal of reducing communication cost at essentially no penalty to the sample complexity. We develop communication efficient collaborative PAC learning algorithms using distributed boosting. We then consider the communication cost of collaborative learning in the presence of classification noise. As an intermediate step, we show how collaborative PAC learning algorithms can be adapted to handle classification noise. With this insight, we develop communication efficient algorithms for collaborative PAC learning robust to classification noise.

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112018; Nguyen and Zakynthinou 2018), with probability 1−δ, the error of the final hypothesis h is less than ǫ for every player’s distribution2018 · Combining Lemmas 29,
12The probability that either of these two events occurs is (1− ηi)errD(h) + ηi(1 − errD(h)) = ηi + errD(h)(1− 2ηi)2018 · Proof of Lemma 13 Proof. As in (Blum et al

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