- Two Variations on the Theme of 2d TFT
- Summary of Lecture I
- Generalizations
- Unoriented Strings
- Equivariant Theory I
- Equivariant Theory II
- G-equivariant Sewing Conditions
- Remarks
- Sewing Conditions I: Product and Automorphism
- G-equivariant Sewing II
- G-equivariant Sewing III
- Torus Condition
- Solutions of Equivariant Conditions
- Three Categorical Constructions I
- Three Categorical Constructions II
- Three Categorical Constructions III
- Combining the hree Constructions
- The Algebra of Little Loops
- The Algebra of Little Loops is a Turaev Algebra
- Completion of Proof
- Cross-Product Algebras and Orbifolds I
- Cross-Product Algebras and Orbifolds II
- Algebra of Little Loops and Spacetime Locality
- Algebra of Little Loops - Physical Remarks II
- Open and Closed G-equivariant Sewing Conditions
- Pictorial Representation
- Homomorphisam and Centrality Conditions
- G-twisted Cardy Conditions
- Solving the Conditions with K-theory
- Projective Representations
- Solution of the Sewing Conditions: Equivariant Case
- Solution of G-equivariant Open and Closed: Details I
- Solution of G-equivariant Open and Closed: Details II
- Solution of G-equivariant Open and Closed: Details III
- Equivariant K-theory
- Twisted K-theory
- Twisted K-theory on G/H
- Twisted and Equivariant K-theory
- The 2d TFT Orbifold: Closed String Sector
- The 2d TFT Orbifold: Boundary States
- Remark on the Verlinde Algebra
- Part II: The Non-Semisimple Case
- Why is it Wrong?
- Non-Semisimple Case II
- Non-Semisimple Case III

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