Develops an FPRAS for consensus probabilities in voter models with agnostic nodes by combining martingale analysis with rumour-spreading bounds and MCMC estimation.
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Ratio-dependent contrarian activation in groups of three extends the Galam model to allow strategies that bias outcomes toward the initial majority or enforce random fifty-fifty results.
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Voter Model Meets Rumour Spreading: an FPRAS for Consensus Probabilities on Voter Models with Agnostic Nodes
Develops an FPRAS for consensus probabilities in voter models with agnostic nodes by combining martingale analysis with rumour-spreading bounds and MCMC estimation.
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Ratio-Dependent Contrarian Activation in Opinion Dynamics
Ratio-dependent contrarian activation in groups of three extends the Galam model to allow strategies that bias outcomes toward the initial majority or enforce random fifty-fifty results.