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The 11 pages that link to Elliptic function, each with the reason it gives.

• Adrien-Marie LegendreNarrower topic: Legendre’s classification of elliptic integrals preceded the broader function theory.

• Niels Henrik AbelBroader topic: Abel helped develop the theory of these functions and their transformations.

• Riemann surfaceRelated: Its periods identify opposite edges of a parallelogram, producing a torus-shaped Riemann surface.

• Carl Gustav Jacob JacobiNarrower topic: Jacobi developed the first systematic theory of these functions.

• Solvability by radicalsCompared with: Some equations beyond radical solvability can be expressed using broader special functions.

• Theta functionNarrower topic: Theta quotients construct elliptic functions with prescribed zeros and poles.

• Elliptic integralRelated: Inverting an elliptic integral produces elliptic functions.

• Jacobi triple productNarrower topic: The triple product arose from formulas for elliptic functions and their associated theta functions.

• Jacobi's four-square theoremNarrower topic: Jacobi developed the analytic tools behind identities used in the theorem’s proof.

• Gotthold EisensteinNarrower topic: These functions formed one of Eisenstein’s central research subjects.

• Rogers–Ramanujan continued fractionRelated: Classical formulas relate R(q) to elliptic moduli and elliptic integrals.