Behavioural Strategies in Cyclic Models: The Effects of Directional Movement Tactics
Abstract We investigate behavioural strategies in stochastic simulations of systems with cyclic nonhierarchical dominance, as ageneralisation of the rock-paper-scissors game. We introduce directional movement tactics to one out of the species, whose individuals move according to an innate or a conditioned response to a stimulus; individuals of the other species move randomly. The directional movement tactics allow the individuals to conquer or maintain territory, either attacking or anticipating or Safeguarding themselves. We study the effects of the behavioural strategies for individuals with different levels of perception of the neighbourhood. Besides, we investigate the case where not all individuals are conditioned to perform the behavioural strategy or where individuals that do not use the tactic for every move. We found that self-preservation behaviour is more profitable in terms of population growth, where the best result is achieved for individuals with large perception radius that always move according to the movement tactic. Our findings show that the attack tactics is more gainful for short perception radius and if the individuals alternate the tactic with random movement. For anticipation, the best result is achieved for individuals with long-range perception using the tactics rarely. Finally, we calculated the coexistence probability and found that, in addition to providing a greater spatial density for the species, the Safeguarding tactic is the least jeopardising to biodiversity. Our results may be useful for experimental and theoretical biologists to understand systems of species whose individuals behave strategically, and how coexistence is maintained in an uneven scenario.