Fixed point theorem in soft near metric spaces

In this thesis we will obtain a new definition is named near soft metric which is obtained by combining the previously defined soft metric definition with the near metric definition. And we will use this definiton to obtain new fixed point theorems in complete metric space for generalized contractions, transformation contractions and Cauchy sequence.Defining the Cauchy sequence with the soft near metric will allow us to obtain complete space according to this metric.Thus we aimed to obtain and prove some fixed point theorems for Banach,Kannan and different types of transformation by using near soft metric.