+Stokes' Theorem, a pillar of [Vector Calculus](/wiki/Vector_Calculus), elegantly relates the [Curl](/wiki/Curl) of a [Vector Field](/wiki/Vector_Field) over an open surface to the [Line Integral](/wiki/Line_Integral) of the field around its boundary. This profound generalization extends the [Fundamental Theorem of Calculus](/wiki/Fundamental_Theorem_of_Calculus) to higher dimensions, linking a surface's "twist" to the circulation along its edge.
+## See also
+- [Green's Theorem](/wiki/Green's_Theorem)
+- [Divergence Theorem](/wiki/Divergence_Theorem)
+- [Line Integral](/wiki/Line_Integral)
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