Embedding C*-algebras into the Calkin algebra of ${\ell }^p$

March T. Boedihardjo

Let $p\in (1,\infty )$. We show that there is an isomorphism from any separable unital subalgebra of $B({\ell }^2)/K({\ell }^2)$ onto a subalgebra of $B({\ell }^p)/K({\ell }^p)$ that pre…