Linked from

The 10 pages that link to G. H. Hardy, each with the reason it gives.

• Integer partitionRelated: Hardy and Ramanujan developed a method that estimates partition numbers with remarkable accuracy.

• Analytic number theoryRelated: His collaboration with Littlewood developed powerful methods for additive problems and prime distributions.

• Srinivasa RamanujanRelated: Hardy recognized Ramanujan’s talent and became his collaborator at Cambridge.

• Twin prime conjectureRelated: Hardy and Littlewood formulated a detailed prediction for the frequency of twin primes.

• Additive number theoryRelated: His analytic methods helped establish the circle method for additive problems.

• Circle methodRelated: Hardy helped develop the method and applied it to partition asymptotics.

• Hardy–Littlewood circle methodRelated: Hardy developed the method with Littlewood for estimating additive representation counts.

• Vinogradov's theoremRelated: Hardy and Littlewood developed the circle-method program that Vinogradov adapted to three primes.

• John Edensor LittlewoodRelated: Hardy and Littlewood formed one of the most productive mathematical partnerships of the twentieth century.

• Mary CartwrightRelated: Hardy supervised Cartwright’s doctoral research at Oxford.