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What is Goal Programming

Encyclopedia of Decision Making and Decision Support Technologies
It is an extension of linear programming that is capable of handling multiple and conflicting objectives.
Published in Chapter:
Goal Programming and Its Variants
John Wang (Montclair State University, USA), Dajin Wang (Montclair State University, USA), and Aihua Li (Montclair State University, USA)
DOI: 10.4018/978-1-59904-843-7.ch047
Abstract
Within the realm of multicriteria decision making (MCDM) exists a powerful method for solving problems with multiple objectives. Goal programming (GP) was the first multiple-objective technique presented in the literature (Dowlatshahi, 2001). The premise of GP traces its origin back to a linear programming study on executive compensation in 1955 by Charnes, Cooper, and Ferguson even though the specific name did not appear in publications until the 1961 textbook entitled Management Models and Industrial Applications of Linear Programming, also by Charnes and Cooper (Schniederjans, 1995). Initial applications of this new type of modeling technique demonstrated its potential for a variety of applications in numerous different areas. Until the middle of the 1970s, GP applications reported in the literature were few and far between. Since that time, primarily due to influential works by Lee and Ignizio, a noticeable increase of published GP applications and technical improvements has been recognized. The number of case studies, along with the range of fields, to which GP has been and still is being applied is impressive, as shown in surveys by Romero (1991) and Aouni and Kettani (2001). It can be said that GP has been, and still is, the “most widely used multi-criteria decision making technique” (Tamiz, Jones, & Romero, 1998, p. 570).
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Analysis of Design Alternatives of End-of-Life Products Under Fractional Yields
Goal programming is one of the most popular multi-criteria decision-making techniques. The criteria are referred as goals.
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Building a Diversified and Sustainable Economy in Kazakhstan: Towards the Green Economy Through a Triple Helix Approach
It is an optimization model to balance conflicting criteria. Its major strength is its simplicity and ease of use.
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GA Based FGP for Resource Allocation in Farming
Goal programming is an optimization technique to solve problems with multiplicity of objectives, which are generally incommensurable and they often conflict each other in a decision making horizon.
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FGP Model for Emission-Economic Power Dispatch
Goal programming is an optimization technique to solve problems with multiplicity of objective in a decision making horizon.
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Using Fuzzy Goal Programming with Penalty Functions for Solving EEPGD Problem via Genetic Algorithm
Goal programming is a goal-oriented optimization method to solve multiobjective decision problems in crisp decision environment.
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FGP for Chance Constrained Fractional MODM Problem
In a certain programming environment, optimization of a set of objectives is involved there in the decision situation. Here, instead of optimizing them directly, achievement of the estimated / expected target values called aspiration levels of them are considered.
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A Genetic Algorithm to Goal Programming Model for Crop Production with Interval Data Uncertainty
Goal programming is a goal-oriented optimization technique to solve decision problems with multiplicity of objectives in crisp environment.
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Genetic Algorithm for FGP Model of a Multiobjective Bilevel Programming Problem in Uncertain Environment
In a certain programming environment, optimization of a set of objectives is involved there in the decision situation. Here, instead of optimizing them directly, achievement of the assigned target values called aspiration levels of them is considered. In goal programming method, the unwanted deviations (under and / or over) from the aspired levels are minimized in the goal achievement function (objective function) to reach a satisfactory solution in a crisp decision environment.
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GA Based FGP to Solve BLP Model of EEPGD Problem
It is a goal-oriented optimization technique to solve decision problems with multiplicity of objectives in a crisp environment.
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