Introduces post-associative algebras and proves non-existence of post-Lie structures on (reductive g, simple n) pairs and post-associative structures on (semisimple A, non-semisimple B) pairs from Rota-Baxter operators.
Ebrahimi-Fard: Loday-type algebras and the Rota–Baxter relation
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Decompositions of algebras and post-associative algebra structures
Introduces post-associative algebras and proves non-existence of post-Lie structures on (reductive g, simple n) pairs and post-associative structures on (semisimple A, non-semisimple B) pairs from Rota-Baxter operators.