Stable Equivalent Population Size Calculator

Compute the stable-equivalent population size as observed annual births divided by the intrinsic birth rate b.

Description

Compute the stable-equivalent population size as observed annual births divided by the intrinsic birth rate b.

Compute the stable-equivalent population size as observed annual births divided by the intrinsic birth rate b.1

When to use Stable Equivalent Population Size Calculator

Use this stable-population relationship for analytical schedules whose fertility, mortality, migration assumptions, and age intervals match the model.

Annual births
Observed annual births B in the population.
Intrinsic b
Intrinsic annual birth rate b of the matching stable population.

How the method works

Stable equivalent
Stable-equivalent population size B / b.

Limitations and assumptions

Stable-population identities assume fixed vital rates and usually a closed population. Real populations with changing schedules or migration may be far from the implied equilibrium.

Alternative or Complementary measures

Compare the stable-population result with an observed age distribution or a cohort-component model using changing schedules. The difference indicates how strongly the equilibrium assumption shapes the result.

References

  1. Euler–Lotka equation — Wikipedia contributors

Similar or alternative tools

  • Intrinsic Birth Rate B Stable Calculator

    Compute the stable-population intrinsic birth rate b as the reciprocal of the growth-discounted person-years sum and derive the intrinsic death rate d = b - r.

  • Intrinsic Death Rate D Stable Calculator

    Compute the stable-population intrinsic death rate d as the growth-discounted weighted average of age-specific deaths per person-year, accepting deaths directly or death rates times L(x).

  • Stable Age Distribution Proportion Calculator

    Compute the stable-population age composition c(a) proportional to exp(-r a) times the person-year weight at each age, normalized to sum to one, plus its mean age.

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