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The principal filtration of the infinite-dimensional odd Contact Liesuperalgebra over a field of characteristic $p>2$ is proved to be invariantunder the automorphism group by investigating ad-nilpotent elements anddetermining certain invariants such as subalgebras generated by somead-nilpotent elements. Then, it is proved that two automorphisms coincide ifand only if they coincide on the -1 component with respect to the principalgrading. Finally, all the odd Contact superalgebras are classified up toisomorphisms.

Filtration, automorphisms and classification of the infinite dimensional odd Contact superalgebras superalgebras