Momo Banagoura

Publications
  • Research Article
    Bimodules and Rota-Baxter Relations
    Author(s): Ibrahima Bakayoko and Momo Banagoura Ibrahima Bakayoko and Momo Banagoura

    In this paper we introduce and study Hom-type bimodules of some Hom-algebraic structures endowed with Rota-Baxter relations. We introduce bimodules over Homassociative Rota-Baxter algebras and give their various twisting and their connection with bimodules over Hom-preLie algebras. Then we introduce Rota-Baxter q- Homtridendriform algebras. Next we express axioms defining q-Hom-tridendriform algebras by mean of vector basis. Moreover we introduce bimodules over q-Homtridendriform algebras and give some examples, and prove that they are closed by twisting. Finally we give their connection with Hom-associative Rota-Baxter bimodules. .. View More»
    DOI: 10.4172/2168-9873.1000178

    Abstract PDF