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Ambystoma population dynamics differential equation modeling

Subcategory: mathematical modeling
Papers: 2 | Mentions: 2

Local Knowledge Graph (19 entities)

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Knowledge graph centered on Ambystoma population dynamics differential equation modeling with 19 nodes and 45 connections. Top connected: phenotypic plasticity, trophic cascade, density dependence, facultative paedomorphosis, mark-recapture (Ambystomatidae).

Description

Development and analysis of a seven-dimensional nonlinear differential equation system modeling tiger salamander population dynamics across life stages and morphological forms. The model incorporates phenotypic plasticity through a morphological choice parameter controlling metamorphosis rates.

Typical Equipment

  • Matlab software

Output Measurements

  • biomass trajectories
  • equilibrium population compositions
  • trophic level dynamics