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The maximal-class conjecture for rank 3 distributions with 6-dimensional square
Maximal-class conjecture. In dimensions $n>8$ , the maximally symmetric rank $3$ distribution with $6$ -dimensional square is of maximal class.
Conjectureopendifferential-geometry geometric-distributions symmetry-algebrasarXiv posted 2 days ago

The maximal-class conjecture for rank 3 distributions with 6-dimensional square