A minimal neighbor-interaction Lotka-Volterra model yields exponentially many self-organized species cluster states separated by sharp phase transitions, exactly solvable via transfer matrices in the nearest-neighbor limit.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2025 2representative citing papers
Ecological interactions generate emergent frequency-dependent selection that extends Kimura's fixation probability formula and suppresses fixation of moderately beneficial mutations in species-rich communities.
citing papers explorer
-
Minimal model of self-organized clusters with phase transitions in ecological communities
A minimal neighbor-interaction Lotka-Volterra model yields exponentially many self-organized species cluster states separated by sharp phase transitions, exactly solvable via transfer matrices in the nearest-neighbor limit.
-
Emergent frequency-dependent selection predicts mutation outcomes in complex ecological communities
Ecological interactions generate emergent frequency-dependent selection that extends Kimura's fixation probability formula and suppresses fixation of moderately beneficial mutations in species-rich communities.