Michael Aschbacher, California Institute of Technology, Pasadena, CA
Request Academic Copy
Please copy the ISBN for submitting review copy form
Description
Background and overview: Introduction The major theorems and some background Basics and examples: Some basic results Results on $\tau$ $W(\tau)$ and $M(\tau)$ Some examples Theorems 2 through 5: Theorems 2 and 4 Theorems 3 and 5 Coconnectedness: $\tau^{\circ}$ not coconnected Theorem 6: $\Omega =\Omega(z)$ of order 2 $\vert\Omega(z)\vert>2$ Some results on generation $\vert\Omega(z)\vert=2$ and the proof of Theorem 6 Theorems 7 and 8: $\vert\Omega(z)\vert=1$ and $\mu$ abelian More generation $\vert\Omega(z)\vert=1$ and $\mu$ nonabelian Theorem 1 and the Main Theorem: Proofs of four theorems References and Index: Bibliography Index.