Modular form

Related lectures (31)

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Explores essential chief series in tdlc groups, focusing on closed, normal subgroups and their chief factors.

Covers the properties and applications of modular forms and discusses equidistribution and modularity.

Covers the Petersson inner product and Hecke operators in modular forms theory, exploring their definitions and properties.

Explores meromorphic differentials on Riemann surfaces and modular forms on congruence subgroups.

Covers the Fourier expansion of modular forms and the Rankin-Selberg method.

Covers dimension formulas for modular forms and related proofs using Riemann-Roch corollaries.

Covers the unit tangent bundle of hyperbolic spaces and geodesic flows.

Covers finalizing Connect 4 game logic, determining the winner, and handling tie situations.

Covers the pentagonal number theorem, Jacobi identity, and modularity of eta and theta functions.