We study the role of delay in phase synchronization and phenomena responsible for cluster formation in delayed coupled maps on various networks. Using numerical simulations, we demonstrate that the presence of delay may change the mechanism of unit to unit interaction. At weak coupling values, same parity delays are associated with the same phenomenon of cluster formation and exhibit similar dynamical evolution. Intermediate coupling values yield rich delay-induced driven cluster patterns. A Lyapunov function analysis sheds light on the robustness of the driven clusters observed for delayed bipartite networks. Our results reveal that delay may lead to a completely different relation, between dynamical and structural clusters, than observed for the undelayed case. Studying the impact of network topology on dynamical processes is of fundamental importance for understanding the functioning of many real world complex networks [1]. The dynamical behavior of a system depends on the collective behavior of its individual units. One of the most fascinating emergent behavior of interacting chaotic units is the observation of synchronization [2]. In general, synchronization may lead to more complicated patterns including clusters [3][4][5]. The interplay between underlying network structure and dynamical clusters has been the prime area of focus for the last two decades [6]. Furthermore, communication delay naturally arises in extended systems [7]. A delay gives rise to many new phenomena in dynamical systems such as oscillation death, stabilizing periodic orbits, enhancement or suppression of synchronization, chimera state, etc [8][9][10][11][12][13][14].In this paper, we study the impact of delay on the phenomenon of phase synchronized clusters in coupled map networks. We investigate the formation of clusters on various networks namely, 1-d lattice, small-world, random, scale-free and bipartite networks [15], and provide a Lyapunov function analysis for bipartite networks to explain possible reasons behind the role of a delay on synchronized clusters. So far, studies on delayed coupled dynamical systems mostly concentrated on a global synchronized state, except a few recent studies which have focused on pattern formation or clustered states [4,5,16,17]. These studies have revealed that delay emulates qualitative changes in clustered state, whereas mechanism of delayed unit to unit interactions has not been investigated so far.Previous studies on undelayed coupled systems have identified two different phenomena for synchronization namely, the driven (D) and the self-organized (SO) [3]. * sarika@iiti.ac.in SO (D) synchronization refer to the state when clusters are formed because of intra-cluster (inter-cluster) couplings. Here, we report that a delay can play a crucial role in the formation of clusters as well as the phenomenon behind it. The formation of delay-induced synchronized clusters may be because of inter-cluster couplings, instead of coupling between synchronized units [5,16]. Introduction of a delay may result ...