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# Math 251C Winter 2011 Web Page

**Mandy's notes **

**First lecture **

**Lecture 2 **

**Lecture 3 **

**Lecture 4 **

**Lecture 5 **

**Lecture 6 **

**Lecture 7 **

**Lecture 8 **

**Lecture 9 **

**Lecture 10 **

**Lecture 11 **

**Lecture 12 **

**Lecture 13 **

**Lecture 14 **

**Lecture 15 **

**Lecture 16 **

**Lecture 17 **

**Lecture 18 **

**Lecture 19 **

**Lecture 20 **

**Lecture 21 **

**Lecture 22 **

**Lecture 23 **

**Lecture 24 **

**Lecture 25 **

**Lecture 26 **

**Lecture 27 **

** Anonymous lectures on compact groups and Haar measure.**

Homework p.34 1,2,3. Prove that Sp(n,F) consists of elements of
determinant 1 for either the reals or the complexes. Hint: Let w be
the skew-symmetric form that the group leaves invariant. Consider its
n-fold Grassman power.

Start Reading section 2.5 p.108