Ruoxi He

Rota–Baxter Operators and Systems on Hom-π-Algebras: Constructions, Derivation Chains, and Structural Equivalence

(1) Background: Hom-type algebras, proposed by Yau, generalize classical algebras via twisting maps. Dendriform and tridendriform algebras, introduced by Loday and Vallette, decompose associative multiplications and play significant roles in algebraic K-theory and operad theory....