  This is an announcement of some of the results obtained as a part of the
second author's Ph.D. thesis. In the first part, we prove that the fundamental
group of an acylindrical complex of hyperbolic groups with finite edge groups
is hyperbolic in which the vertex groups are quasiconvex. In the second part of
the article, we prove the existence of Cannon-Thurston maps for certain
subcomplexes of groups in acylindrical complexes of hyperbolic groups (see
Theorem 0.4).

Group Theory