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triangular fuzzy numbers

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تکرار جستجوی کلیدواژه triangular fuzzy numbers در مقالات مجلات علمی
  • مریم گنجی، محمدحسین کریمی گوارشکی، جعفر قیدرخلجانی*، مرتضی عباسی

    امروزه با پیچیده تر شدن سیستم ها مفهوم قابلیت اطمینان و بهینه سازی مورد پژوهش و بررسی قرار گرفته است. در مراحل اولیه ی طراحی سیستم بسیاری از ویژگی های سیستم عدم قطعیت همراه است. از ان جا که استفاده از رویکرد احتمالی در حل مسائل قابلیت اطمینان دارای محدودیت هایی است و لذا استفاده از رویکرد فازی برای حل مسائل بهینه سازی قابلیت اطمینان بسیار کاراتر است. یکی از راه های بهینه سازی قابلیت اطمینان تخصیص افزونگی است. در پژوهش حاضر، مساله ی تخصیص قابلیت اطمینان - افزونگی با دو استراتژی فعال و استراتژی ذخیره- سرد با رویکرد اعداد فازی مثلثی در استفاده از پارامترهای توابع خرابی و محاسبه ی قابلیت اطمینان مورد بررسی قرار گرفته است. برای حل مساله ی فوق از الگوریتم ژنتیک استفاده گردیده است. نتایج حاصل با نتایج حاصل از حل به روش دقیق مقایسه شده و از نتایج حاصل از حل مدل قطعی بسیار کاراتر است.

    کلید واژگان: : مساله تخصیص قابلیت اطمینان- افزونگی، اعداد فازی مثلثی، الگوریتم ژنتیک، استراتژی فعال، استراتژی ذخیره-سرد
    Maryam Ganji, MohammadHossein Karimi Gavareshki, Jafar Gheidar-Kheljani *, Morteza Abbasi

    application of Reliability can be seen in many industrial, communication, In the early stages of system design, many system features such as reliability, weight, cost, and etc are associated with uncertainty due to various reasons such as lifespan, operational conditions, etc. Since the use of the probabilistic approach in solving reliability problems has limitations and can only be used in quantitative analysis of information and in many cases does not produce useful and sufficient results for experts, therefore the use of the approach Fuzzy is much more efficient for solving reliability optimization problems. One of the ways to optimize the reliability is to allocate redundancy. When using redundant components in a subsystem, how the redundant components are used is particular importance. In reliability-redundancy allocation problems, the reliability of components is not known in advance and is considered as a decision variable. In the current research, the reliability-redundancy allocation problem has been investigated with two active and cold-standby redundancy strategies and the triangular fuzzy number approach has been used in using the parameters of probability functions and reliability calculation in two model problems and an industrial system. Genetic algorithm has been used to solve the problem. In the implementation of the genetic algorithm, the the random, tournament and roulette wheel methods has been used to select parents and different types of mutation and crossover operators have been used to produce children. The results are more efficient than the results obtained from solving the deterministic model.

    Keywords: Reliability-redundancy Allocation Problem, triangular fuzzy numbers, Genetic Algorithm, active strategy, cold -standby strategy
  • Faranak Mahmoudi, Seyed Hadi Nasseri *
    Today, human decisions are more than ever based on information. But most of this information is not definitive, and in this situation, logical decision making is very difficult based on this uncertainty. Different methods are used to represent this uncertainty, including the fuzzy numbers. The fuzzy linear programming problem is one of the interesting concepts to be addressed in fuzzy optimization. Fully Fuzzy Linear Programming Problems (FFLP) are issues in which all parameters of the coefficients of the variables in the target functions, the coefficients of the variables in the constraints, the right-hand side of the constraints, and the decision variables in them are fuzzy. In this paper, we show that Definition 2.6 which is used by Ezzati et al. [1], failed to compare any arbitrary triangular fuzzy numbers. We demonstrate that their presented method is not well in general, thus the proposed method finds the fuzzy optimal solution of fully fuzzy linear programming problems by Ezzati et al. [1]. Then a new approach is proposed for solving this FFLP problem. An example is also presented to demonstrate the new method.
    Keywords: fully fuzzy linear programming, triangular fuzzy numbers, ranking function, Fuzzy number
  • S. K. Das *
    The Fuzzy Linear Programming problem has been used as an important planning tool for the different disciplines such as engineering, business, finance, economics, etc. In this paper, we proposed a modified algorithm to find the fuzzy optimal solution of fully fuzzy linear programming problems with equality constraints. Recently, Ezzati et al. (Applied Mathematical Modelling, 39 (2015) 3183-3193) suggested a new algorithm to solve fully fuzzy linear programming problems. In this paper, we modified this algorithm and compare it with other existing methods. Furthermore, for illustration, some numerical examples and one real problem are used to demonstrate the correctness and usefulness of the proposed method.
    Keywords: Linear programming problem, fully fuzzy linear programming, multi-objective linear programming, triangular fuzzy numbers
  • S.K. Das *, T. Mandal
    In this paper, a solution procedure is proposed to solve Fully Fuzzy Linear Fractional Programming (FFLFP) problem where all the variables and parameters are triangular fuzzy numbers. Here, FFLFP problem transformed into an equivalent Multi- Objective Linear Fractional Programming (MOLFP) problem. Then MOLFP converted into an equivalent multi objective linear programming problem by using mathematical programming approach. The proposed solution illustrated through numerical examples and compared with existing methods.
    Keywords: Linear programming problem, triangular fuzzy numbers, Fuzzy mathematical programming
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