Throughput-Optimal Broadcast in Wireless Networks with Dynamic Topology
Abhishek Sinha, Leandros Tassiulas, Eytan Modiano

TL;DR
This paper introduces a novel online broadcast algorithm for wireless networks with dynamic DAG topologies that achieves throughput optimality without maintaining global structures, improving efficiency in time-varying environments.
Contribution
It proposes a new virtual-queue-based broadcast algorithm that is throughput-optimal and does not require global topology maintenance, extending back-pressure principles to broadcast.
Findings
The algorithm is proven to be throughput-optimal in dynamic wireless DAGs.
New capacity characterizations for time-varying wireless DAGs are derived.
Efficient algorithms for exact and approximate capacity computation are developed.
Abstract
We consider the problem of throughput-optimal broadcast- ing in time-varying wireless networks, whose underlying topology is restricted to Directed Acyclic Graphs (DAG). Previous broadcast algorithms route packets along spanning trees. In large networks with time-varying connectivities, these trees are difficult to compute and maintain. In this paper we propose a new online throughput-optimal broadcast algorithm which makes packet-by-packet scheduling and routing decisions, obviating the need for maintaining any global topological structures, such as spanning-trees. Our algorithm relies on system-state information for making transmission decisions and hence, may be thought of as a generalization of the well-known back-pressure algorithm which makes point-to-point unicast transmission decisions based on queue-length information, without requiring knowledge of end-to-end paths.…
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