Linked from

The 12 pages that link to Jacques Hadamard, each with the reason it gives.

• Prime number theoremRelated: His proof used complex analysis to establish the theorem from zeta-function properties.

• Prime-counting functionRelated: His proof established the leading asymptotic behavior of π(x).

• RegularizationRelated: His criteria clarify the instability that regularization is designed to address.

• Analytic number theoryRelated: He independently proved the prime number theorem in 1896.

• Émile BorelRelated: Hadamard belonged to Borel’s French mathematical generation and shared interests in analysis.

• Prime number theorem for arithmetic progressionsRelated: His analytic techniques formed part of the era’s breakthrough in prime distribution.

• Cauchy–Hadamard theoremRelated: His name is attached to the theorem’s coefficient-growth formula.

• Vito VolterraRelated: Hadamard’s work on functionals and analysis provides a close intellectual neighbor to Volterra’s.

• Hermite–Hadamard inequalityRelated: His name identifies the classical integral bounds for convex functions.

• Hadamard gap theoremRelated: The gap theorem bears his name and belongs to the theory of analytic functions he developed.

• Riemann–von Mangoldt formulaRelated: His analytic methods formed part of the later development of zeta-function theory.

• Cartan–Hadamard conjectureRelated: His name, alongside Cartan's, identifies the theorem whose setting frames the conjecture.