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Maria Elisabete Barreiro
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ALBUQUERQUE, Helena, BARREIRO, Maria Elisabete, CALDERÓN, Antonio J., SÁNCHEZ, José M. (2020). Leibniz superalgebras with a set grading. Journal of Geometry and Physics. Vol. 155, pp. 1-16.
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BARREIRO, Maria Elisabete, CALDERÓN, Antonio J., NAVARRO, Rosa M., SÁNCHEZ, José M. (2020). On the structure of graded Lie algebras of type 3. Colloquium Mathematicum. Vol. 162. 2, pp. 245-262.
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BARREIRO, Maria Elisabete, CALDERÓN, Antonio J., KAYGORODOV, Ivan, SÁNCHEZ, José M. (2019). n-Ary generalized Lie-type color algebras admitting a quasi-multiplicative basis. Algebras and Representation Theory. Vol. 22. 6, pp. 1371-1386.
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BARREIRO, Maria Elisabete, KAYGORODOV, Ivan, SÁNCHEZ, José M. (2019). k-Modules over linear spaces by n-linear maps admitting a multiplicative basis. Algebras and Representation Theory. Vol. 22. 3, pp. 615-626.
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ALBUQUERQUE, Helena, BARREIRO, Maria Elisabete, CALDERÓN, Antonio J., SÁNCHEZ, José M. (2018). On split regular Horn-Lie superalgebras. Journal of Geometry and Physics. Vol. 128, pp. 1-11.
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ALBUQUERQUE, Helena, BARREIRO, Maria Elisabete, SÁNCHEZ, José M. (2017). (G,ϕ)-crossed product on (G,ϕ)-quasiassociative algebras. Algebra and Discrete Mathematics. Vol. 24. 1, pp. 46-70.
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ALBUQUERQUE, Helena, BARREIRO, Maria Elisabete, CALDERÓN, Antonio J., SÁNCHEZ-DELGADO, José M. (2016). The structure of Leibniz superalgebras admitting a multiplicative basis. DMUC 16-36 Preprint.
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ALBUQUERQUE, Helena, BARREIRO, Maria Elisabete, CALDERÓN, Antonio J., SÁNCHEZ, José M. (2016). The structure of Leibniz superalgebras admitting a multiplicative basis. Journal of Geometry and Physics. Vol. 110, pp. 259-268.
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BARREIRO, Maria Elisabete, BENAYADI, Said (2016). A new approach to Leibniz bialgebras. Algebras and Representation Theory. Vol. 19. 1, pp. 71-101.
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ALBUQUERQUE, Helena, BARREIRO, Maria Elisabete, SÁNCHEZ, José M. (2014). Quasicrossed product on G-graded quasialgebras. arXiv:1411.7503 Preprint.
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