  We consider an occupation market in which preferences of members are treated
as non linear general increasing functions. The arrangement of members is
separated into two non over-lapping sets, set of workers and set of firms. We
consider that firms have vacant posts. Every worker needs a job and firms have
opportunity to contract more than one workers. A worker can work for just in at
most one firm. We demonstrate the existence of pairwise stability for such a
business sector. Our model is the augmentation of the Ali and Farooq [3] model
by considering non linear valuations and bounded side payments.
