Approximate Homotopy of Homomorphisms from \(C(X)\) into a Simple \(C^{*}\)-Algebra
Share this pageHuaxin Lin
In this paper the author proves Generalized Homotopy Lemmas. These type of results play an important role in the classification theory of \(*\)-homomorphisms up to asymptotic unitary equivalence.
Table of Contents
Table of Contents
Approximate Homotopy of Homomorphisms from $C(X)$ into a Simple $C^{*}$-Algebra
- Chapter 1. Prelude 18 free
- Chapter 2. The Basic Homotopy Lemma for higher dimensional spaces 2734
- 4. K-theory and traces 2734
- 5. Some finite dimensional approximations 3239
- 6. The Basic Homotopy Lemma --- full spectrum 3946
- 7. The Basic Homotopy Lemma --- finite CW complexes 4653
- 8. The Basic Homotopy Lemma --- compact metric spaces 5158
- 9. The constant and an obstruction behind the measure distribution 5663
- Chapter 3. Purely infinite simple C*-algebras 6572
- Chapter 4. Approximate homotopy 7986
- Chapter 5. Super Homotopy 101108
- Chapter 6. Postlude 117124
- Bibliography 129136