$L^p$-operator algebras associated with oriented graphs

Guillermo Cortiñas, Ma. Eugenia Rodrí guez

For each $1\le p<\infty$ and each countable oriented graph $Q$ we introduce an $L^p$-operator algebra ${\mathcal{O}}^p(Q)$ which contains the Leavitt path $\mathbb{C}$-algebra $L_Q$…