Uncovering the Origins of the Hardy in Hardy-Weinberg Equilibrium

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The 'Hardy' in the 'Hardy-Weinberg Equilibrium' refers to G. H. Hardy, a pure mathematician who initially believed his work should not have practical applications. In 1908, he formulated a law explaining the inheritance of genetic traits in large populations, which later became foundational in population genetics. Despite his views on the application of mathematics, his contribution to biology gained significant recognition. The discussion highlights the contrast between Hardy's mathematical philosophy and the practical implications of his work. This raises questions about the value placed on theoretical versus applied sciences in society.
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Does anyone know if the 'Hardy' in the 'Hardy-Weinberg Equilibrium' is G. H. Hardy? Or is (s)he some other Hardy, possibly a biologist?
 
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From wikipedia:'In population genetics, the Hardy–Weinberg principle (HWP) (also Hardy–Weinberg equilibrium (HWE), or Hardy–Weinberg law), named after G. H. Hardy and Wilhelm Weinberg'

Of course, that doesn't prove it's that G. H. Hardy!
 
Hardy was a pure mathematician who hoped his mathematics could never be applied. However in 1908, near the beginning of his career, he gave a law describing how the proportions of dominant and recessive genetic traits would be propagated in a large population.

From http://www-gap.dcs.st-and.ac.uk/~history/Biographies/Hardy.html.
 
I almost could not believe it was him, since in Apology he was quite explicit about his view on applications of math; and here he is contributing to something as 'applied' as biology!
 
- Most of "HIgh Level" physics (Quantum field theory, Philosophy of QM and Science in General, String theory,..) Has no application at all !...

- I'm Physicist living in the "Third-World" country of Spain, of course i think is needless to say I'm unemployed, society only wants things that work and allow you to earn millions and millions, it's strange that Hardy got such a fame (good fame ) being only a pure applied mathematician.
 
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