In this chapter, we provide meta-network modeling and investigate both static and dynamic network resilience games. We leverage the established network-of-networks model and study the decentralized decision-makings of players that control the agents at each layer of networks. Furthermore, we provide a tractable problem formulation of which the optimal solution can be computed conveniently. In both games, efficient algorithms are developed which have convergence guarantee to the equilibrium point. In the dynamic network game, the security and resilience aspects of the algorithm are extensively corroborated via simulations using multi-layer mobile autonomous systems.