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 alsoEdit


  1. ^ "University of Nijmegen research papers" (PDF). Retrieved 1 January 2015.
  2. ^ "zbmaths". Zbl 0999.17002. Cite journal requires |journal= (help)

Further readingEdit