We study saturated fusion systems on p-groups having sectional rank 3 for all odd primes p. For p≥5, we obtain a complete classification of the ones that do not have any non-trivial normal p-subgroups.
Grazian, V. (2019). Fusion systems on p-groups of sectional rank 3. JOURNAL OF ALGEBRA, 537, 39-78 [10.1016/j.jalgebra.2019.06.036].
Fusion systems on p-groups of sectional rank 3
Grazian, V
2019
Abstract
We study saturated fusion systems on p-groups having sectional rank 3 for all odd primes p. For p≥5, we obtain a complete classification of the ones that do not have any non-trivial normal p-subgroups.
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