Liouville–Goldbach Conjecture
A weakened variant of Goldbach's Conjecture that relaxes the original condition of 'sum of two primes' to 'sum of two numbers each having a prime count of prime factors,' serving as an important transitional proposition in number theory research.
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The Liouville–Goldbach conjecture relaxes the requirement of "two primes" to "the total number of prime factors of two numbers is a prime."
According to the interpretation of Bilibili UP host Du Yu, OpenAI's GPT-6 Astra has proved a variant of the Liouville–Goldbach conjecture.
What was solved this time is a variant of the Liouville–Goldbach conjecture, not the original Goldbach's conjecture itself.
All Facts (3)
The Liouville–Goldbach conjecture relaxes the requirement of "two primes" to "the total number of prime factors of two numbers is a prime."
50%UnverifiedWhat was solved this time is a variant of the Liouville–Goldbach conjecture, not the original Goldbach's conjecture itself.
50%UnverifiedAccording to the interpretation of Bilibili UP host Du Yu, OpenAI's GPT-6 Astra has proved a variant of the Liouville–Goldbach conjecture.
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