It is important to clarify that is a famous and monumental textbook/monograph, not a short academic paper. Published in 1969, it is widely considered the "bible" of the field.
The proof of the existence of minimal surfaces in arbitrary dimensions. geometric measure theory federer pdf
: "Forty years of geometric measure theory" by Kenneth Falconer (2014) – traces Federer’s influence. It is important to clarify that is a
Geometric Measure Theory (GMT) provides the mathematical tools to study the geometry of sets—often irregular or "rough" sets—using measure-theoretic methods. Federer’s work was revolutionary because it unified these concepts into a rigorous framework that could handle the existence and regularity of area-minimizing surfaces in higher dimensions. The Core Foundations of Federer’s GMT geometric measure theory federer pdf