نتایج جستجو برای: Inverse DEA

تعداد نتایج: 97769  

2007
Gholam R. Amin Ali Emrouznejad

Despite the large uses of inverse DEA models, there is not any single application of inverse linear programming in DEA when the definition of inverse linear programming is taken under account. Thus the goal of this paper is applying the inverse linear programming into DEA field, and to provide a streamlined approach to DEA and Additive model. Having the entire efficient DMUs in DEA models is a...

Journal: :international journal of data envelopment analysis 2014
e. mollaeian m. rostamy-malkhalifeh

data envelopment analysis (dea) is a nonparametric technique that includes models to evaluate the relative efficiency of decision making units (dmus). it has the ability to separate efficient units and inefficient units. one of the applications of this mathematical technique is evaluating performance of supply chain. according to such as the inefficiency factors of one dmu, is existence congest...

A. Ashrafi M. Mansouri,

Traditional DEA models do not deal with imprecise data and assume that the data for all inputs and outputs are known exactly. Inverse DEA models can be used to estimate inputs for a DMU when some or all outputs and efficiency level of this DMU are increased or preserved. this paper studies the inverse DEA for fuzzy data. This paper proposes generalized inverse DEA in fuzzy data envelopment anal...

2014
Bérénice Dupeux Jeroen Buysse

Most of ex-ante impact assessment policy models have been based on a parametric approach. We develop a novel non-parametric approach, called Inverse DEA. We use non parametric efficiency analysis for determining the farm’s technology and behaviour. Then, we compare the parametric approach and the Inverse DEA models to a known data generating process. We use a bio-economic model as a data genera...

Journal: :Rairo-operations Research 2021

Data envelopment analysis (DEA) measures the efficiency score of a set homogeneous decision-making units (DMUs) based on observed input and output. Considering input-oriented, inverse DEA models find required level for producing given amount production in current level. This article proposes new form model considering income (for planning) budget finance budgeting) constraints. In contrast with...

The present study addresses the following question: if among a group of decision making units, the decision maker is required to increase inputs and outputs to a particular unit in which the DMU, with respect to other DMUs, maintains or improves its current efficiencylevel, how much should the inputs and outputs of the DMU increase? This question is considered as a problem of inverse data envel...

2015
Hiroto Narimatsu Yoshinori Nakata Sho Nakamura Hidenori Sato Ri Sho Katsumi Otani Ryo Kawasaki Isao Kubota Yoshiyuki Ueno Takeo Kato Hidetoshi Yamashita Akira Fukao Takamasa Kayama

Data envelopment analysis (DEA) is a method of operations research that has not yet been applied in the field of obesity research. However, DEA might be used to evaluate individuals' susceptibility to obesity, which could help establish effective risk models for the onset of obesity. Therefore, we conducted this study to evaluate the feasibility of applying DEA to predict obesity, by calculatin...

Journal: :journal of industrial engineering, international 2007
gh.r amin

this paper proposes a new approach for determining efficient dmus in dea models using inverse optimi-zation and without solving any lps. it is shown that how a two-phase algorithm can be applied to detect effi-cient dmus. it is important to compare computational performance of solving the simultaneous linear equa-tions with that of the lp, when computational issues and complexity analysis are a...

Journal: :iranian journal of optimization 2010
a. mahmoodi rad r. dehghan f. hosseinzadeh lotfi

in this paper, we show that inverse data envelopment analysis (dea) models can be used to estimate output with fuzzy data for a decision making unit (dmu) when some or all inputs are increased and deficiency level of the unit remains unchanged.

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