Why Some Monkeys Live Long and Others Don't: The Answer Is in the Genes bioRxiv

Original: "Convergent Amino-Acid Substitutions Link Primate Longevity to Male-Fertility Genes"
b42w:2609.90023 · the paper's page · 2026-09-10 · CC BY 4.0 · 1 min
Long-lived monkeys share identical changes in genes linked to reproduction.

Take two similar monkeys, and one may live four times longer than the other. The secret isn't just body size. It's hidden in the genes, like notes scribbled in the same book that change the meaning of what you read.

Scientists found such "notes" in seven species of monkeys that live unusually long for their weight, humans included. In all the long-lived ones, the same changes sit in the same spots in the genes, while short-lived species don't have them. Most intriguingly, most of these changes are in genes that govern male fertility.

It works like a pipe with two branches: if more water flows into maintaining the body, less is left for producing offspring. That's why long-lived species often have fewer young or don't reproduce as quickly.

Humans made the long-lived team too, and we carry the same genetic "notes." Perhaps our long life is the result of an ancient choice evolution made for us: slightly less energy for reproduction, but more for repairing cells. If scientists figure out exactly how these genes work, they could look for ways to slow aging.

Among the 13 selected primate species, humans turned out to be the long-lived outlier: our longevity quotient exceeds 1.3, whereas in some lemurs and guenons it falls below 0.8. That means humans live several times longer than their body mass would lead you to expect.

The idea of a trade-off between reproduction and longevity appears in Aldous Huxley's novel Brave New World, where society sacrifices individual lifespan for stable reproduction. In this paper, that trade-off can be traced at the level of amino acid substitutions in male fertility genes.

\text{expected lifespan} = 6.47 \times \text{mass}^{0.189}
Allometric relationship used to calculate the longevity quotient
\text{LQ} = \frac{\text{observed lifespan}}{\text{expected lifespan}}
Ratio of observed lifespan to the lifespan expected from body mass

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amino acid amino acid sequence