  In this paper, we study a class of sequences of polynomials linked to the
sequence of Bell polynomials. Some sequences of this class have applications on
the theory of hyperbolic differential equations and other sequences generalize
Laguerre polynomials and associated Lah polynomials. We discuss, for these
polynomials, their explicit expressions, relations to the successive
derivatives of a given function, real zeros and recurrence relations. Some
known results are significantly simplified.
