Abstract
Soft matrices was firstly defined by Ca?man and Engino?lu [3]. These are representations of soft sets, introduced by Molodtsov [1], for modelling vagueness and uncertainties inherent in the problems of engineering, physical science, biological science, economics, social science, medical science, etc. Ca?man and Engino?lu [3], presented a decision making method, called soft max-min decision making method, by using the concept of soft matrix. In this study, firstly, we define two new soft matrix operations and obtain some of their properties. Secondly, we construct a new decision making method by using soft matrices. The soft decision making we constructed in this study is more practical among the other decision making methods and can be successfully applied to many problems that contain uncertainties. Finally, two applications of decision making problems in which it is necessary to use these new soft matrix operations, are presented. Since this decision making method constructed on soft matrices, then it can be easily transferred to a computer.
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