Difference between revisions of "Differential Geometry I - 2019"
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(Created page with "== Daniel, 06.08.2019 13:30-14:00== Questions: 1) Problem B.4 from Problem Sheet B. 2) Proposition 10.4 from the Lecture Notes. 3) Define a graded derivation + Proposition 19...") |
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== Daniel, 06.08.2019 13:30-14:00== | == Daniel, 06.08.2019 13:30-14:00== | ||
| − | Questions: | + | Questions:\ |
| − | 1) Problem B.4 from Problem Sheet B. | + | 1) Problem B.4 from Problem Sheet B.\ |
| − | 2) Proposition 10.4 from the Lecture Notes. | + | 2) Proposition 10.4 from the Lecture Notes.\ |
| − | 3) Define a graded derivation + Proposition 19.15 & Proposition 19.22 from the Lecture Notes. | + | 3) Define a graded derivation + Proposition 19.15 & Proposition 19.22 from the Lecture Notes.\ |
| − | 4) Something about associated bundles. | + | 4) Something about associated bundles.\ |
| − | Bonus questions: | + | Bonus questions:\ |
| − | i) Example of a Lie Group, example of a compact Lie Group. | + | i) Example of a Lie Group, example of a compact Lie Group.\ |
ii) State Global or Local Stokes' Theorem. | ii) State Global or Local Stokes' Theorem. | ||
Revision as of 12:24, 6 August 2019
Daniel, 06.08.2019 13:30-14:00
Questions:\ 1) Problem B.4 from Problem Sheet B.\ 2) Proposition 10.4 from the Lecture Notes.\ 3) Define a graded derivation + Proposition 19.15 & Proposition 19.22 from the Lecture Notes.\ 4) Something about associated bundles.\
Bonus questions:\ i) Example of a Lie Group, example of a compact Lie Group.\ ii) State Global or Local Stokes' Theorem.
