Differential forms on a Riemann surface
ID: differential-forms-on-a-riemann-surface
Differential forms on a Riemann surface are a fundamental concept in the field of complex geometry and algebraic geometry, and they provide a powerful language for analyzing the geometry of Riemann surfaces. A **Riemann surface** is a one-dimensional complex manifold, which can be thought of as a "smoothly varying" collection of complex charts that are compatible with one another.
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