Stability Of Branched Pull-Back Projective Foliations.

We present new irreducible components of the space of codimension one holomorphic foliations on $$\mathbb P^{n}$$ , $$n\ge 3$$ . They are associated to pull-back by branched rational maps of foliations on $$\mathbb P^2$$ that preserve invariant lines. [ABSTRACT FROM AUTHOR]