Embeddings of totally ordered MV-algebras of bounded cardinality
Piotr J. Wojciechowski · Fundamenta Mathematicae · 2009
For a given cardinal number $\mathfrak{a}$, we construct a totally ordered MV-algebra $M(\mathfrak{a})$ having the property that every totally ordered MV-algebra of cardinality at most $\mathfrak{a}$ embeds into $M(\mathfrak{a})$. In case $\mathfrak{a} =