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It's the end of the world as we know it, per a physicist's 1960 prediction

It's the end of the world as we know it, per a physicist's 1960 prediction

Heinz von Foerster thought population would grow exponentially and "squeeze" us all to death.

As of this morning, Microsoft is still scrambling to restore service following yesterday's global outage, with millions of users unable to access Outlook and other vital tools. It's not the end of the world, but it does seem fitting that this should happen on the day a physicist predicted would be the end of humanity: November 13, 2026. And it falls on a Friday, too. The physicist in question is Heinz von Foerster, who published a 1960 paper in the journal Science predicting that by today, overpopulation would reach the breaking point.

It's not a new fear. English economist Thomas Malthus—one of the early pioneers in modeling population dynamics—made a similar prediction in 1798, claiming that a rapidly growing population would eventually exhaust the available food supply, and humanity would starve to death. His model rested on the assumption of exponential growth, but the equation is only applicable under specific conditions, such as scientists growing bacteria in a lab in a perfectly controlled environment. Even then, while growth occurs exponentially for a time, it does not continue forever.

Population dynamics are notoriously tricky to calculate because there are so many variables to consider and so much unpredictability in the system.

In brief

As of this morning, Microsoft is still scrambling to restore service following yesterday's global outage, with millions of users unable to access Outlook and other vital tools. English economist Thomas Malthus—one of the early pioneers in modeling population dynamics—made a similar prediction in 1798, claiming that a rapidly growing population would eventually exhaust the available food supply, and humanity would starve to death.

This is the opening of the story, shared with credit to Ars Technica. The rest of the report — with every detail — continues on the publisher’s website.

Continue reading at Ars Technica ↗

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