  In this work we study the connection between iterated tilted algebras and
m-cluster tilted algebras. We show that an iterated tilted algebra induces an
m-cluster tilted algebra. This m-cluster tilted algebra can be seen as a
trivial extension of another iterated tilted algebra which is derived
equivalent to the original one. We give a procedure to find this new iterated
tilted algebra. These m-cluster tilted algebras are quotients of higher
relation extensions.
