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Math · Advanced
Population Dynamics
Why do lynx and hare populations rise and fall in a ten-year rhythm? Why did reduced fishing during the First World War lead to more sharks? How many fish can be caught each year without wrecking a fishery? When can two competing species share a habitat, and why did protecting turtle nests not save the turtles? Why can a species die out while some of its habitat is still intact? Model interacting populations with differential equations and matrices, and find out.
7 lessons~35 min0/7 complete
Start courseHelpful background: Differential Equations
1
Predators and Prey
The Lotka–Volterra model.
2
Harvesting
Sustainable yield and collapse.
3
Competition and Age
Rival species and population structure.
4
Thresholds of Survival
When small populations, or small habitats, are doomed.