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Notation and definitions 384 3. Statement of main theorem and corollaries 388 4. Proofs of corollaries 389 5. Preliminary lemmas 389 5. 1. Inequalities and modules 389 5. 2. 7r-reducibility and fl, () 395 5. 3. Groups of symplectic type 397 5. 4. ^-groups, ^-solvability and F ( (&) 400 5. 5. Groups of low order 404 5. 6. 2-groups, involutions and 2-length 409 5. 7. Factorizations 423 5. 8. Miscellaneous 426 6. A transitivity theorem 428 i 9 68]
John G. Thompson (Mon,) studied this question.
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