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The module explores leader election in distributed systems, emphasizing its role in achieving coordination, consensus, and fault tolerance without a central authority. It outlines classical algorithms, including ring-based methods such as the LCR and HS algorithms, and delves into more complex systems like the Bully algorithm. The chapter ends with a discussion on practical implementations of leader election in services like Googleβs Chubby and Apache ZooKeeper.
2.1
The Leader Election Problem (Revisited)
This section revisits the topic of leader election in distributed systems, outlining classical algorithms such as the Bully and ring-based approaches, their characteristics, and implications in real-world applications like Apache ZooKeeper.
References
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Memorization
What we have learnt
Final Test
Revision Tests
Term: Leader Election
Definition: The process of designating a single process among a group for coordination or resource management in distributed systems.
Term: Ringbased Algorithms
Definition: Algorithms where processes are arranged in a ring topology, passing messages to elect a leader based on unique identifiers.
Term: Bully Algorithm
Definition: An election algorithm where the process with the highest ID assumes leadership by communicating with other processes.
Term: ZooKeeper
Definition: An open-source coordination service for distributed applications that provides mechanisms for leader election, configuration management, and synchronization.