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Summary
This summary is machine-generated.

This study introduces a new mathematical model for predicting when the first of many searchers will find a target. The model shows that initial contact times decrease with more searchers and larger search areas.

Keywords:
collective searchextreme first passage timeforagingimmunityinitial first contact time

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Area of Science:

  • Mathematical Biology
  • Collective Behavior
  • Search Theory

Background:

  • Biological systems often involve multiple agents searching for targets.
  • The timing of the first encounter is crucial in many scenarios.
  • Existing models lack predictions for first contact times with multiple searchers.

Purpose of the Study:

  • To develop a novel mathematical model for predicting initial first contact times.
  • To analyze the impact of searcher number, distribution, and initial distances.
  • To compare the new model with the extreme first passage time approach.

Main Methods:

  • Developed a mathematical model for random searcher-target distributions in a volume.
  • Compared model predictions with the extreme first passage time approach.
  • Investigated effects of varying searcher/target density and initial distances.

Main Results:

  • Initial first contact time decreases linearly with search volume and number of searchers at constant density.
  • For a single target and co-located searchers, the relationship shifts from linear to logarithmic decrease with increasing searchers.
  • Initial first contact times are significantly faster than average search times and decrease with more searchers.

Conclusions:

  • The developed model accurately predicts initial first contact times in collective search scenarios.
  • Initial contact times are highly sensitive to the number of searchers, unlike average search times.
  • This underappreciated phenomenon has implications for biology and other collective search problems.