摘要：In this paper, a general neutral stochastic functional differential equations with infinite delay and Lévy jumps (NSFDEwLJs) is studied. We investigate the existence and uniqueness of solutions to NSFDEwLJs at the phase space C g $C_{g}$ under the local Carathéodory type conditions. Meanwhile, we also give the exponential estimates and almost surely asymptotic estimates of solutions to NSFDEwLJs.
关键词：neutral stochastic functional differential equations ; Lévy jumps ; phase space (C_{g}) ; the local Lipschitz condition ; exponential estimates and almost surely asymptotic estimates
