L6: System of Difference Equations - Prey/Predator Classic Model
In this lecture we build the classic prey-predator model using a system of difference equations. We find the equilibrium points of the system. Then, we visualize the solution using Excel. 0:00 Introduction 4:00 Pre-predator model - Assumptions 6:38 Model prey (rabbit) population 8:43 Model predator (foxes) population 10:18 System of difference equations and equilibrium values 17:05 Excel
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L7: Prey-Predator Models, Prey Refuge, Prey Carrying Capacity - Excel
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Predator-Prey Population Models || Lotka-Volterra Equations
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Understanding Lagrange Multipliers Visually
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Lec 16: Predator-Prey models
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Lotka Volterra model | competition model and predator prey model with equation
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