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The 21 pages that link to Modular form, each with the reason it gives.

• Srinivasa RamanujanRelated: Modular forms provide a modern framework for several patterns in Ramanujan’s work.

• Elliptic functionRelated: Lattice invariants of elliptic functions lead naturally to modular forms.

• Circle methodRelated: Transformation laws can evaluate or approximate generating functions near rational points.

• Jacobi triple productRelated: Theta products related to the identity furnish examples and tools in modular-form theory.

• Monster groupRelated: Modular forms and functions provide the analytic setting for moonshine's Monster-associated series.

• q-seriesRelated: Many q-series become modular forms, bringing powerful tools to their coefficients.

• Weil conjecturesRelated: Their arithmetic became linked to Frobenius eigenvalues through later developments in number theory.

• Andrew WilesRelated: Wiles’s argument established that certain elliptic curves correspond to modular forms.

• Rogers–Ramanujan identitiesRelated: The identities belong to a broader landscape where q-series acquire modular transformation properties.

• Deligne conjecture (critical L-values)Related: Their L-functions provide prominent examples where critical values relate to periods.

• Gotthold EisensteinRelated: Eisenstein series became foundational examples in this theory.

• Maryna ViazovskaRelated: Modular forms supply the structure behind the auxiliary function in eight dimensions.