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LINEAR PROGRAMMING

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2 theses in 1 pages: 1
  • PROGRAMMING FRACTIONAL CONCAVE MULTIOBJETIVO. APPLICATIONS TO THE FIELD OF ANIMAL NUTRITION
    Author: PEÑA GARCÍA MARÍA TERESA.
    Year: 2004.
    University: VALLADOLID [www.uva.es].
    Place of defense: FACULTAD DE CIENCIAS ECONÓMICAS Y EMPRESARIALES.
    Place of preparation: FACULTAD DE CIENCIAS ECONÓMICAS Y EMPRESARIALES DE LA UNIVERSIDAD DE VALLADOLID.
    Summary: The first objective of this dissertation is to study the specifics of the functions goal of a problem fractional concave multiobjetivo and how they may be used to facilitate the resolution of it. In particular, he examines the possibility of adapting the methods for resolving programming convex multiobjetivo to programming fractional concave multiobjetivo, both from a theoretical and computational. On this last point attempts suspect that the problem fractional concave multiobjetivo can only be obtained by solving problems convex monoobjetivo, it is necessary to overcome the difficulties inherent in the non-concavity of the functions of the same goal. The second objective of this report is to demonstrate the usefulness of programming fractional concave multiobjetivo in the field of manufacture of animal feed. The thesis is divided into five chapters. The first chapter reviews the basic concepts of programming and widespread concavity fractional monoobjetivo It defines the problem fractional concave multiobjetivo and establishing some characterizations and relationships between the various concepts applicable to the same solution. In the following three chapters are studied different methods of solving a fractional program concave multiobjetivo. These methods have been classified into three categories, according to the center decisor participation in the resolution process. In Chapter 2 discusses methods to generate efficient solutions or approaches where the center decisor express their preferences after the fact. Chapter 3 deals with the ways in which the center decisor express their preferences in advance, before solving the problem, namely programming goals. Chapter 4 is devoted to interactive methods or methods in which the center decisor express their preferences gradually over the process of resolving the problem. Finally, Chapter five contains some applications programming fractional multiobjetivo the field of animal nutrition.
  • MODELS FOR THE TACTICAL PLANNING OF A CENTRALIZED SUPPLY CHAIN UNDER UNCERTAINTY. APPLICATION IN A SUPPLY CHAIN FOR THE AUTOMOTIVE SECTOR
    Author: PEIDRO PAYÁ DAVID.
    Year: 2006.
    University: POLITÉCNICA DE VALENCIA [www.upv.es].
    Place of defense: Universidad Politécnica de Valencia.
    Place of preparation: Universidad Politécnica de Valencia.
    Summary: Over the years, most companies have focused on improving the efficiency and effectiveness of their business processes internally. However, as a new way of doing business, a growing number of companies have begun to realize the strategic importance of the planning, control and design of a Supply Chain (SC) as a whole. In this regard, the profits arising from the close cooperation between the members of the chain to plan and execute operations, which are reflected in a higher level of efficiency in the use of the various resources available. In addition, the opportunity to manage in an integrated way a CS can reduce the spread of certain unwanted and unexpected events along the same and can decisively affect the achievement of the objectives and achieving profitability of all its members. Now, given this scenario, companies can not compete effectively long-term isolation from the network of suppliers and customers that make up its CS. Businesses can not find the cost reduction or increased their profits at the expense of other stakeholders (partners) within the chain, but must look to the SC as a whole is more competitive. As a result of this process, coordinating activities through its network of suppliers and customers is becoming a critical element in the success of an enterprise. Coordination and integration of all key business activities undertaken by the different actors in the chain from the supply of raw materials to the distribution of final products to customers is part of the process of planning a CS, one of the key processes within the Management of the Supply Chain. In addition, the complex and dynamic nature of the relationships between the various players in the CS, involves a significant degree of uncertainty in decisions relating to planning the same. The uncertainty, according to Galbraith, is defined as the difference between the amount of information required to execute a task and the information actually available. In the decision-making process involved in the planning of a CS is not always available all the necessary information, which is why the uncertainty is one of the main factors that influence the effectiveness of a CS in both design and in its operability and uncertainty that tends to spread up and down the chain, significantly affecting its functioning. Uncertainty traditionally has been treated using stochastic techniques based on probability distributions derived from an analysis of past cases. However, sometimes the historical data either do not exist or are not reliable because, for example, market turbulence. Furthermore, the reduction of life cycles and increasing customer expectations have made the TOS, especially innovative products, very difficult to handle. In this context, demand for the product is highly variable and the compilation of statistics (required by the stochastic modeling) is becoming less reliable. For that reason, stochastic techniques may not be well suited for the treatment of uncertainties applied to a CS, such as the case of uncertain demand. The Theory of Sets Difusos and Theory of Possibility emerge as viable alternatives for managing the uncertainty in the planning of a CS, as they have been used widely and successfully applied in many different areas. These theories have been used to build systems that s 8 on difíc 373 iles to define precisely, trying to handle the vague, imprecise and non-specificity inherent in the development of human preferences, restrictions and objectives,
2 theses in 1 pages: 1
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