  A mixed circulant graph is called integral if all eigenvalues of its
Hermitian adjacency matrix are integers. The main purpose of this paper is to
investigate the existence of perfect state transfer (PST for short) and
multiple state transfer (MST for short) on integral mixed circulant graphs.
Concretely, we provide sufficient and necessary conditions for the existence of
PST and MST between specified pairs of vertices on integral mixed circulant
graphs, respectively.
