Browsing by Author "Correa, I."
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- ItemAbout nilalgebras satisfying (xy)2 = x 2 y 2(Bellwether Publishing, Ltd., 2021) Behn, A.; Correa, I.; Gutierrez Fernandez, J.C.; Garcia, C.I.© 2021 Taylor & Francis Group, LLC.A classical problem in nonassociative algebras involves the existence of simple finite-dimensional commutative nilalgebras. In this paper, we study the class Ω of nonassociative algebras satisfying the identity (Formula presented.) over a field of characteristic different from 2 and 3. We show that every unitary algebra in Ω is associative. Next, we prove that each prime algebra in Ω is either associative or its center vanishes. For nilalgebras, we obtain that every nilalgebra in Ω is an Engel algebra. Finally, we show that every commutative nilalgebra in Ω of nilindex 4 over a field of characteristic not 2, 3 and 5 is solvable of index (Formula presented.).
- ItemCocinando relaciones interculturales: Residuos adheridos en vasijas cerámicas de cazadores recolectores marinos del desierto de atacama (período formativo, norte de Chile)(2017) Carrasco, C.; Correa, I.; Belmar, C.; Ballester, B.; Gallardo, Francisco
- ItemConsumption consumes : Circulation, exchange, and value of san pedro de atacama black polished ceramics(2017) Gallardo Ibañez, Héctor Francisco; Correa, I.; Pimentel, G.; Blanco, J.