Arroyo, R. M., Barberis, M.L., Diaz, V. S., Godoy, Y. and Hernández, I. Classification of Almost Abelian Lie Groups Admitting Left-Invariant Complex or Symplectic Structures. (Enviado a publicación).
Hernández, I. Lucas, R. and Martin M.E. Title: Irreducible Components of the Varieties of Jordan Superalgebras of Types (1, 3) and (3, 1). (Enviado a publicación).
Hernández, I. Lucas, R. and Valim da Rocha, L. Engel’s Theorem for Al- ternative and Special Jordan Superalgebras. (Enviado a publicación).
Hernández, I. Lucas, R. and Quintero, E. Modules for 2 × 2 Matrices over Commutative Power-Associative Algebras, Communications in Algebra, 52 (2023), 5, 2205-2215.
Hernández, I. Lucas, R. and Quintero, E. Low Dimensional Commutative Power-Associative Superalgebras, International Journal of Algebra and Computation, 31 (2021), 8, 1613-1632.
Alvarez, A. and Hernández, I. Varieties of Nilpotent Lie Superalgebras of dimension ≤ 5, Forum Mathematicum, 32 (2020), 3, 641-661.
Alvarez, A. Hernández, I., and Kaygorodov, I. Degenerations of Jordan Superalgebras. Bulletin of the Malaysian Mathematical Sciences Society, 42 (2019), 6, 3289-3301
Alvarez, A. Hernández, I. On Degenerations of Lie Superalgebras, Linear and Multilinear Algebra, 68 (2018), 1, 29-44.
Hernández, I. Classification of Lie Superalgebras Supported over a Reductive Lie Algebra withone dimensional center and a Simple Lie Algebra as a first derived ideal.. Journal of Lie Theory, 25 (2015), 535-552.
I. Hernández, H. Guzzo Jr and O.A. Sánchez-Valenzuela. Classification of Real Lie Superal- gebras based on a Simple Lie Algebra, giving rise to interesting examples involving su(2, 2). Journal of Mathematical Physics, 55, 091705 (2014).
Hernández, I., Peniche, R. Lie Supergroups Obtained From 3-Dimensional Lie Superalgebras Associated to the Adjoint Representation and Having a 2-Dimensional Derived Ideal. International Journal of Mathematics and Mathematical Sciences, 2007
Hernández, I., Salgado, G., Sánchez-Valenzuela, O.A. Lie Superalgebras Based on a 3-DimensionalReal or Complex Lie Algebra. Journal of Lie Theory, 16 (2006), 539-560
I, Hernández. Clasificasión de las superálgebras de Lie asociadas a la representación adjunta de las álgebras de Lie reales y complejas no abelianas de dimensión 3. Miscelanea Matemá-tica, 2004