👉 Gundel's theorem is a fundamental result in algebraic geometry that states that any smooth projective curve of genus greater than 1 can be realized as a projective variety over the complex numbers. This means that given an arbitrary smooth projective curve C, one can construct its universal family (or principal bundle) by considering all possible families of curves with specified points on each fiber. The result is a complex vector space, called the "gundel space" or "gundel
