Paper estimates ReLU-net mutual information from routing over linear regions
The routing term uses a plug-in estimator and, when well sampled, approximates a lower bound on joint information.
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The routing term uses a plug-in estimator and, when well sampled, approximates a lower bound on joint information.
One adaptive scheme meets the optimal masked-gradient communication rate for every feasible dropout set under T-colluding security.
Theory paper prices source-task calls that cut verification cost, with Lean-checked bounds and a transformer test.
The paper bounds randomness needed to share correlated secrets on graphs, including all four-party cases.
Paper shows conformal prediction set-size reduction tracks information gain and relates to Shannon mutual information.
A theory paper shows when a task-fixed source reduction preserves the full downstream rate-regret problem.
Researchers formulate private information retrieval under arbitrary graph-based privacy requirements, deriving capacity bounds and introducing pyramid storage graphs.
Researchers derive sufficient sample-size conditions for recovering sparse binary signals from sparse Gaussian measurements, quantifying an information-theoretic threshold of order slog(p/s)/log(ds/p).
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