Mapping Class Group
I
helped to
produce notes for Lee Mosher’s class on mapping class groups (I added
figures
and some comments to his slides)
AugustDecember
2007 at MSRI
Goals
for the class, a description of the solution of the conjugacy problem
for MCG(T^{2}) (I did not edit these slides) 

Proof
of the classification of conjugacy problem for MCG(T^{2}),
rectangle decomposition. 

Classification
of elements in MCG(S), Teichmuller space, uniqueness of pA
representatives of a mapping class. 

Invariants
of conjugacy classes of pseudo Anosov homeos, solution of problem in
case of 

Solution
of conj problem in the case of periodic mapping classes 

Solution
of conj problem in the case of reducible mapping classes 

Omnibus
subgroup theorem implies three older theorems 

Proof
of Tits alternative 

Proof
of Omnibus subgroup theorem. 