Classification of the Finite Simple Groups, Number 6

Daniel Gorenstein, Richard Lyons, Rutgers University, New Brunswick, NJ. Ronald Solomon, Ohio State University, Columbus, OH

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• Part IV. The special odd case; 1. General introduction to the special odd case; 2. General lemmas; 3. Theorem $\mathcal {C}^*_2$: Stage 1; 4. Theorem $\mathcal {C}^*_2$: Stage 2; 5. Theorem $\mathcal {C}_2$: Stage 3; 6. Theorem $\mathcal {C}_2$: Stage 4; 7. Theorem $\mathcal {C}_2$: Stage 5; 8. Theorem $\mathcal {C}_3$: Stage 1; 9. Theorem $\mathcal {C}_3$: Stages 2 and 3; 10. $\mathrm {IV}_K$: Preliminary properties of $\mathcal {K}$-groups