MTL Algebra of Fractions and Maximal MTL Algebra of Quotients
Dana Piciu, Jeflea Antoneta, Justin Paralescu · Journal of Mathematics Research · 2013
In this paper we introduce the notions of $MTL$ \emph{algebraof fractions} and \emph{maximal $MTL$ algebra of quotients for a $MTL$ algebra} and prove constructively the existence of a maximal $MTL$ algebra of quotients (see Bu\c{s}neag \& Piciu, 2005, for $BL$ algebras).