  In this paper, we introduce an algebra structure denoted by InvDer algebra
whose which we twist an algebra thanks to an invertible derivation, where its
inverse is also a derivation. We define InvDer Lie algebras, InvDer associated
algebras, InvDer zinbiel algebras and InvDer dendriforme algebras. We also
study the relations between these structures using the Rota-Baxter operators
and the endomorphism operators.
