Tuesday, July 13, 2010
M208 GTB
Bookset 5 of M208 is about Group Theory again. The main topics are conjugacy, homomorphisms and group actions with counting. I started studying the material as I want to start working on the TMA if at all possible this week. I did make time for reading about some other, although closely related, topics though: matrix groups. There are some beautiful maps $f: \mathbb{C} \rightarrow GL_2(\mathbb{R})$ mapping complex numbers to equivalent real matrices. - I am close to getting the click / cognition about the essence of Lie Groups. More about that another time.
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