A tight epidemic threshold is established for the survival time of the newly defined IRIR competing-infection process on perfectly mixed and jumbled graphs.
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2 Pith papers cite this work. Polarity classification is still indexing.
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math.PR 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
SIRS processes exhibit super-polynomial survival on poly-log numbers of connected poly-sized stars, and such substructures appear in complex network models like hyperbolic random graphs, yielding epidemic thresholds that depend on power-law exponent and immunity duration.
citing papers explorer
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A Tight Epidemic Threshold for Competing Stochastic Infection Processes with Mutually Exclusive Immunity
A tight epidemic threshold is established for the survival time of the newly defined IRIR competing-infection process on perfectly mixed and jumbled graphs.
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Reemergence of the Epidemic Threshold in SIRS Infections on Connected Stars
SIRS processes exhibit super-polynomial survival on poly-log numbers of connected poly-sized stars, and such substructures appear in complex network models like hyperbolic random graphs, yielding epidemic thresholds that depend on power-law exponent and immunity duration.