The descriptions (up to isomorphism) of naturally graded $p$-filiform Leibniz algebras and $p$-filiform ($pleq 3$) Leibniz algebras of maximum length are known. In this paper we study the gradation of maximum length for $p$-filiform Leibniz algebras.
The present work aims at the classification of complex $p$-filiform ($p geq 4$) Leibniz algebras of maximum length.
