In abstract algebra, a dialgebra is the generalization of both algebra and coalgebra. The notion was originally introduced by Lambek as "subequalizers".[citation needed] Many algebraic notions have previously been generalized to dialgebras.[1] Dialgebra also attempts to obtain Lie algebras from associated algebras.[2]
See also edit
References edit
- ^ "University of Nijmegen research papers" (PDF). Retrieved 1 January 2015.
- ^ Jean-Louis Loday. "Dialgebras". Dialgebras and Related Operads. Berlin: Springer. doi:10.1007/3-540-45328-8_2. Zbl 0999.17002.
Further reading edit
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