In abstract algebra, a dialgebra is the generalization of both algebra and coalgebra.
The notion was originally introduced by Lambek as "subequalizers",[1][2] and named as dialgebras by Tatsuya Hagino.
[3][2] Many algebraic notions have previously been generalized to dialgebras.
[4] Dialgebra also attempts to obtain Lie algebras from associated algebras.
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