Finding the PDF is only step one. This is not a casual read. Here is a study strategy:
First, it is important to understand the pedigree of the authors. Richard Schoen (Stanford) and Shing-Tung Yau (Harvard, Tsinghua) are titans of 20th-century geometry. Yau, a Fields Medalist, and Schoen, renowned for solving the Yamabe problem and contributing to general relativity, collaborated on some of the most profound results in the field, including the Positive Mass Theorem. schoen yau lectures on differential geometry pdf
The Schoen-Yau lectures have a :
A signature chapter covers the first and second variation formulas for area. This leads to the study of minimal surfaces, stable minimal submanifolds, and curvature estimates. Schoen and Yau’s own work on minimal surfaces and scalar curvature appears in embryonic form here. Finding the PDF is only step one
Highlighting how analystical tools solve geometric problems. This leads to the study of minimal surfaces,
The final section highlights the authors' expertise in using analytic tools to solve geometric problems Linear PDEs