The memory cells form a directed acyclic graph. This graph is only modified by adding a new node with a list of reachable children, and by removing unreachable nodes. If memory is not full, the algorithm ensures wait-free redistribution of free nodes. It uses atomic counters for reference counting and consensus variables to ensure exclusive access. Performance is enhanced by using nondeterminacy guided by insecure knowledge.
Experiments indicate that the algorithm is very suitable for multiprocessing.
Access cost for asynchronous Byzantine quorum systems Rida A. Bazzi Quorum systems have been used to implement many coordination problems in distributed systems. In this paper, we study the cost of accessing quorums in asynchronous systems. We formally define the asynchronous access cost of quorum systems and argue that the asynchronous access cost and not the size of a quorum is the right measure of message complexity of protocols using quorums in asynchronous systems. We show that previous quorum systems proposed in the literature have a very high asynchronous access cost. We propose a reformulation of the definition of Byzantine quorum systems that captures the requirement for non-blocking access to quorums in asynchronous systems.