  In this paper, we give a construction of simple modules generalizing and
including both highest weight and Whittaker modules for the Neveu-Schwarz
algebra, in the spirit of the work of Mazorchuk and Zhao on simple Virasoro
modules. We establish a 1-1 correspondence between simple restricted
Neveu-Schwarz modules and simple modules of a family of finite dimensional
solvable Lie superalgebras associated to the Neveu-Schwarz algebra. Moreover,
for two of these superalgebras all simple modules are classified.
