For generalized delay costs in online TCP acknowledgment, the greedy algorithm is 2-competitive under batch-oblivious submodular or ℓ_p costs and under batch-aware max costs, but the deterministic competitive ratio becomes Θ(log n) for batch-aware sum costs assuming only monotonicity of the per-pach
Submodular norms with applications to online facility location and stochastic probing
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Online TCP Acknowledgment under General Delays
For generalized delay costs in online TCP acknowledgment, the greedy algorithm is 2-competitive under batch-oblivious submodular or ℓ_p costs and under batch-aware max costs, but the deterministic competitive ratio becomes Θ(log n) for batch-aware sum costs assuming only monotonicity of the per-pach