Entanglement is one of the most fundamental features of quantum mechanics and a key resource for the emerging field of quantum information processing. In recent years, a great effort has been made to go beyond the standard bipartite case and study entanglement in systems in which more than two parties are involved. In this case, the notion of genuine multiparticle entanglement (GME) plays a central role. However, very little is known about this specific form of entanglement. In this project, we aim to show that there is a specific class of GME states that are the most noise-robust, i.e. they are the most capable of preserving entanglement under the effect of noise.