A Short History of Mathematical Population Dynamics¶
Bacaër, N. (2011). A Short History of Mathematical Population Dynamics. Springer.
Cited by¶
1 citation across 1 artifact.
Each citation links to the sentence it supports in the citing article.
Primes¶
- Logistic Growth
- The same differential form arises mechanically wherever growth is endogenous and resources are finite, so the curve is a structural object, not a domain-specific empirical regularity — which is what lets its parameters, diagnostics, and interventions transfer intact across fields.
This sourceTraces the logistic equation from Verhulst (ch. 6) through its mechanical recurrence across population, epidemic, and chemical models, establishing the form as a substrate-neutral structure rather than a domain-specific regularity.
- The same differential form arises mechanically wherever growth is endogenous and resources are finite, so the curve is a structural object, not a domain-specific empirical regularity — which is what lets its parameters, diagnostics, and interventions transfer intact across fields.
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