الفهرس 
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Abstract
Optimization theory is certainly a classical science which is of high concern to many reale life problems. the development of optimization theory includes multicriteria decision making problems and fuzzy programming problems. with the computer appearings, decision making theory becomes very important and efficient for treating many real life problems since solving the practical problems needs numerous informations and long computations.
Integer programming deals with the solution of mathematical programming in which some or all the variables can assume integer values. our study concerns decision making problems which can be formulated as multiobjective integer linear programming problems with one decision maker. in this thesis, solution methods are described, fuzzy problems and large scale problems are treated and parametric problems are discussed.