KnowraHardy–Littlewood circle methodLinked fromLinked fromThe 7 pages that link to Hardy–Littlewood circle method, each with the reason it gives.All 7Broader topic 2Related 4Narrower topic 1Goldbach's conjectureRelated: It underlies major estimates for representations of large even numbers by primes.G. H. HardyBroader topic: Hardy and Littlewood developed this method to attack problems such as representations by sums of powers.Hardy–Littlewood conjecturesRelated: The circle method helped Hardy and Littlewood derive conjectural formulas for additive prime problems.Waring's problemRelated: It yields asymptotic counts and upper bounds for representations by powers.Vinogradov's theoremNarrower topic: Vinogradov used major-arc approximations and minor-arc bounds to count representations by three primes.John Edensor LittlewoodBroader topic: The method emerged from Hardy and Littlewood’s joint work on additive number theory.Birch's theoremRelated: Birch extended its use from individual equations to systems of forms.