Finite-size effects on semi-directed Barabási–Albert networks

Abstract

In scale-free Barabási–Albert (BA) networks, we study the finite-size effect at different number m of neighbors. So, we investigate the effects of finite network size N for the recently developed semi-directed BA networks (SDBA1 and SDBA2) at fixed ) and show and explain the gap in the distribution of the number of neighbors of the nodes i.