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by Dr. Frederic P Schuller | by Dr. Frederic P Schuller | ||
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* [https://www.reddit.com/r/math/comments/77zdq3/lecture_notes_for_frederic_schullers_lectures_on/ Lecture Notes via Reddit by Simon Rea] | * [https://www.reddit.com/r/math/comments/77zdq3/lecture_notes_for_frederic_schullers_lectures_on/ Lecture Notes via Reddit by Simon Rea] | ||
* [https://drive.google.com/file/d/1nchF1fRGSY3R3rP1QmjUg7fe28tAS428/view Lecture Notes PDF by Simon Rea] | * [https://drive.google.com/file/d/1nchF1fRGSY3R3rP1QmjUg7fe28tAS428/view Lecture Notes PDF by Simon Rea] | ||
== Textbooks == | |||
# Shilov's Linear Algebra and Lang's Algebra as references | |||
# Shlomo Sternberg's lectures on Differential Geometry to make sure you know your foundations and constructions | |||
# Kobayashi Nomizu for more sophisticated basic theory | |||
# Steenrod Topology of Fibre bundles | |||
# A basic course in Algebraic Topology, Hatcher or Spanier | |||
# sheaf theoretic overview of modern(ish) Differential Geometry - Isu Vaisman's Cohomology and Differential forms | |||
# good for exercises on G-bundle theory - Mathematical gauge theory by Hamilton | |||
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