One such gem is the quietly famous by Richard Schoen and Shing-Tung Yau (often found circulating as a PDF). For years, this text has lived a semi-mythical life: photocopied, passed between graduate students, and cited in hushed tones.
⭐⭐⭐⭐ (4/5) Deducting one star only because of the poor scan quality of most PDFs and the steep learning curve for beginners. Have you struggled through the Schoen & Yau lectures? Or found a better PDF scan? Let me know in the comments below. schoen yau lectures on differential geometry pdf
If you want to understand minimal surfaces, harmonic maps, or the geometry of general relativity, you will end up citing this book. The PDF is the cheapest way to get that wisdom. One such gem is the quietly famous by
But is it worth hunting down the PDF? And more importantly, is it the right book for you ? Let’s break it down. The text originates from a course taught at Stanford University. Unlike polished textbooks, these "lectures" retain the raw energy of a live course. You are not reading a finished monument; you are sitting in the room as two giants of 20th-century geometry (both Fields medalists, in Yau’s case) lay out the foundations. Have you struggled through the Schoen & Yau lectures
