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Multicriteria Methodological-rational model to evaluated urban areas: A Case Study of the São Paulo City/Brazil

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Abstract

Differently from what literature indicates, the relationship between socio-spatial metrics is not necessarily systematic in urban areas. In other words, the most compact areas are not always the most diverse areas; neither are the areas with higher population density the areas with the higher job densities, in the case of São Paulo municipality. The dependence among these urban variables is not clear and direct, and possibly it is influenced, in a more comprehensive approach, by other urban factors. Today, there is a research question about how to systematically analyse various criteria in urban planning decisions. Therefore, the application of a multicriterial model, which considers the heterogeneity of the city, based on indicators that present the characteristics of economic and social development of a region, can help to identify areas that should be the object of, for example, more investments and greater incentives from State power. The objective of this article is to propose and apply a new methodological-rational model for the distribution of comparative weights in multicriteria analyses, in the context of urban planning, using the municipality of São Paulo as a case study. Specifically, to the method application in the São Paulo case study, a significant influence of the job density was verified in the hierarchy of urban areas, while the diversity emerged as the most dominant criterion that influence the characteristics of urban areas in the city. The results also show that a multicriterial analysis using indicators might contribute to the establishment of specific hierarchies for different urban areas, useful for city managers and researchers, able to be applied in different cities. Besides, the method may be suitable in other multicriterial problem contexts, as it represents a Decision Support System for trade-off and uncertainty analysis.

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Analyzing patterns of urban development should consider the network structure among cities as well as the formation of the function and role of each city in the network. The flow analysis of various factors between cities is based on urban network and space of flow theories. This study used Hebei Province of China as the case. The comprehensive status of each city in the regional urban network was measured by simulating the economic, information, traffic, and financial flow among cities. Results indicate that the development pattern can be divided into three levels with a multi-core and multi-node network structure. In addition, the flow analysis method can predict 67% of urban developmental level. Furthermore, some policy recommendations are put forward to facilitate regional integrated development in Hebei province.
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To date land-change science has devoted little attention to spatial policy and planning in urban landscapes despite the widely accepted premise that planning affects urban land change. This is primarily due to lack of relevant data and an underdeveloped theoretical understanding regarding the impact of spatial planning on urban land change. To be able to better analyse the role of spatial planning in urban development we need to distinguish: 1) the intentions expressed in the plans; 2) the means of implementation of the plans through governance processes and 3) the role of external conditions influencing implementation. Based on a synthesis of the current literature on how spatial planning is implemented in land-change models, and drawing from the literature on planning evaluation, we sketch a research agenda to further develop the understanding of these three components and their interconnections as well as their application in quantitative land-change modelling approaches for urban regions.
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Poor urban air quality in China has received global attention. This article analyses the extent to which the urban form of all provincial and prefectural cities in China affects urban air quality. A geographically weighted regression model was used to quantify the relationship between the urban form indices, as well as the satellite-derived pollutant column density of NO2 and SO2. The results show that urban form has a significant effect on the urban air quality in China. The effect of urban form on air quality varies among the cities in this vast region. The compact ratio index is negatively correlated with both NO2 and SO2 column density for most of the cities. An ‘X’- or ‘H’-shaped city has less air pollution than a rhomboid-shaped city when the city is located in northern or central China. In comparison, the fractal dimension index is not a statistically significant predictor of air quality. Urban form can have effects on air quality that are equivalent to some meteorological and socioeconomic factors.
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This paper serves as an introduction to the Analytic Hierarchy Process - A multicriteria decision making approach in which factors are arranged in a hierarchic structure. The principles and the philosophy of the theory are summarized giving general background information of the type of measurement utilized, its properties and applications.
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In this paper we give an overview of the use of Multi-Criteria Decision Analysis (MCDA) for transport project appraisal. The aim of this review is to provide an outline of the increasing use of MCDA methods in the evaluation of transport projects. We investigate for which kind of transport decisions the MCDA methods are applied. The review consists of identifying the transport related subjects, the interconnected arising decision problems and the kind of representative MCDA method(s) used for transport project evaluations. This review allowed deriving a general frame for the evaluation of transport projects. One of the conclusions resulted in the importance of integrating stakeholders in the decision process not yet very common in the transport projects that were reviewed. The Multi-Actor Multi-Criteria Analysis (MAMCA) approach is suggested as a direction for further research. The MAMCA methodology has already proven its usefulness in several transport related decision problems enabling to involve the stakeholders explicitly in the decision process.
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The fuzzy Analytic Hierarchy Process (fuzzy AHP) is a very popular decision making method and literally thousands of papers have been published about it. However, we find the basic logic of this approach has problems. From its methodology, the definition and operational rules of fuzzy numbers not only oppose the main logic of fuzzy set theory, but also oppose the basic principles of the AHP. In dealing with the outcomes, fuzzy AHP does not give a generally accepted method to rank fuzzy numbers and a way to check the validity of the results. Besides, we discuss the validity of the Analytic Hierarchy/Network Process (AHP/ANP) in complex and uncertain environments and find that fuzzy ANP is a false proposition because there is no fuzzy priority in the super matrix which provides the basis for the ANP. Although fuzzy AHP has been applied in many cases and cited hundreds of times, we hoped that those who use fuzzy AHP would understand the problems associated with this method.
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In this paper the multi-actor multi-criteria analysis (MAMCA) method to evaluate transport projects is presented. This evaluation method specifically focuses on the inclusion of qualitative as well as quantitative criteria with their relative importance, defined by the multiple stakeholders, into one comprehensive evaluation process in order to facilitate the decision making process by the different stakeholders. The MAMCA methodology is introduced by an overview of other evaluation methods for transport projects in the past and is illustrated by means of two practical cases. The introduction will lead us to the theoretical conception of the MAMCA method where we draw the attention to the proven usefulness of the MAMCA for the evaluation of transport projects and the inclusion of different kinds of stakeholders, individuals as well as groups, into the evaluation process.
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Due to its wide applicability and ease of use, the analytic hierarchy process (AHP) has been studied extensively for the last 20 years. Recently, it is observed that the focus has been confined to the applications of the integrated AHPs rather than the stand-alone AHP. The five tools that commonly combined with the AHP include mathematical programming, quality function deployment (QFD), meta-heuristics, SWOT analysis, and data envelopment analysis (DEA). This paper reviews the literature of the applications of the integrated AHPs. Related articles appearing in the international journals from 1997 to 2006 are gathered and analyzed so that the following three questions can be answered: (i) which type of the integrated AHPs was paid most attention to? (ii) which area the integrated AHPs were prevalently applied to? (iii) is there any inadequacy of the approaches? Based on the inadequacy, if any, some improvements and possible future work are recommended. This research not only provides evidence that the integrated AHPs are better than the stand-alone AHP, but also aids the researchers and decision makers in applying the integrated AHPs effectively.
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A lot of research has been devoted to the critical analysis of the Analytic Hierarchy Process (AHP), from various perspectives. However, as far as we know, no one has addressed a fundamental problem, discussed in this paper, concerning the meaning of the priority vector derived from the principal eigenvalue method used in AHP. The role of AHP’s consistency ratio is also analysed.
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Both advocacy and performance measurement ends of the city planning spectrum have advanced the approach of measuring and monitoring urban indicators as a practical means to lofty planning goals. Urban and regional indicator projects aim to generate synergistic utility out of measures of urban quality and progress, trying to transform assessment measures into strategic levers for system change. This article reports on the theory, methods and design of an action research project that has taken place since late 2004, the Regional Vancouver Urban Observatory (RVu). RVu is the first member of the UN-Habitat Global Urban Observatory network to be established in a developed country. RVu conceptualized and completed overlapping processes in generating both expert-based and citizen-based recommendations on key regional indicators, with a view toward sustainable development. Our hypothesis has been that negotiation and integration of values and ideals will occur throughout such a process and common indicators will emerge that approach a new sustainable view of the region.
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Selection of the suitable shipping registry alternative for the existing fleet or new building ships is one of the critical decision milestones of the shipping business. The main aim of this paper is to structure a practical decision support mechanism on ensuring multiple criteria analysis of shipping registry selection. Fuzzy AHP methodology, based on Chang’s extent analysis, is determined to be utilized in order to model the shipping registry selection. After structuring the fundamental hierarchy, the model is performed with a case application on Turkish maritime industry to be able to obtain illustrative results. The shipping registries of Turkiye, Panama, and Malta are determined to evaluate as the potential alternatives for Turkish ship owners. When the literature was examined for the applications of analytical methodologies on maritime business, it was seemed that they were so rare. Therefore, the originality of this study appears on modeling of the critical process under multidisciplinary philosophy in ship management.
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This study analyzes urban expansion and spatial restructuring of land use patterns in the Pearl River Delta of south China by using remote sensing and GIS. The region has pioneered the nation in economic development and urbanization process. Tremendous land use changes have been witnessed since the economic reform in 1978. Land use changes over two time periods, 1988–1993 and 1993–1997, are analyzed to demonstrate how enforcing land use policies can influence the direction and magnitude of landscape change. The adoption of a market economy has resulted in the internal restructuring of agricultural land use from traditional paddy production to more diversified agricultural activities, such as growing cash crops, fruits and aquaculture. Spatial dependency of land use changes and variations of land development can be identified between the eastern development corridor and the western development corridor. The measurement of spatial patterns is accomplished by using the indicators of compactness index and entropy. This study provides new evidence with spatial details about the uneven land development in the Pearl River Delta.
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Scientists need a better and larger set of tools to validate land-use change models, because it is essential to know a model’s prediction accuracy. This paper describes how to use the relative operating characteristic (ROC) as a quantitative measurement to validate a land-cover change model. Typically, a crucial component of a spatially explicit simulation model of land-cover change is a map of suitability for land-cover change, for example a map of probability of deforestation. The model usually selects locations for new land-cover change at locations that have relatively high suitability. The ROC can compare a map of actual change to maps of modeled suitability for land-cover change. ROC is a summary statistic derived from several two-by-two contingency tables, where each contingency table corresponds to a different simulated scenario of future land-cover change. The categories in each contingency table are actual change and actual non-change versus simulated change and simulated non-change. This paper applies the theoretical concepts to a model of deforestation in the Ipswich watershed, USA.
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The purpose of this paper is to investigate a method of scaling ratios using the principal eigenvector of a positive pairwise comparison matrix. Consistency of the matrix data is defined and measured by an expression involving the average of the nonprincipal eigenvalues. We show that λmax = n is a necessary and sufficient condition for consistency. We also show that twice this measure is the variance in judgmental errors. A scale of numbers from 1 to 9 is introduced together with a discussion of how it compares with other scales. To illustrate the theory, it is then applied to some examples for which the answer is known, offering the opportunity for validating the approach. The discussion is then extended to multiple criterion decision making by formally introducing the notion of a hierarchy, investigating some properties of hierarchies, and applying the eigenvalue approach to scaling complex problems structured hierarchically to obtain a unidimensional composite vector for scaling the elements falling in any single level of the hierarchy. A brief discussion is also included regarding how the hierarchy serves as a useful tool for decomposing a large-scale problem, in order to make measurement possible despite the now-classical observation that the mind is limited to 7 ± 2 factors for simultaneous comparison.
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As part of the 50th anniversary of Management Science, the journal is publishing articles that reflect on the past, present, and future of the various subfields the journal represents. In this article, we consider decision analysis research as it has appeared in Management Science. After reviewing the foundations of decision analysis and the history of the journal's decision analysis department, we review a number of key developments in decision analysis research that have appeared in Management Science and offer some comments on the current state of the field.
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An innovative Analytic Hierarchy Process-based structure is developed to capture the relationship between various levels of activities contributed by people to society. Physical objects have widespread extension and degrees of importance that often differ by many orders of magnitude. Similarly, mental thoughts and criteria occur in widely heterogeneous entities that have to be sorted and arranged into homogeneous groups of few elements in each group so that one can evaluate the relationships among them accurately, from the smallest to the largest. It is through such a framework for organizing factors with smooth transition that it is possible to derive reliable priorities from expert judgments. The proposed model enables one to make decisions and allocate resources in as detailed and fine a way as possible. In addition to the traditional approach of structuring criteria into multiple clusters, the alternatives of a decision are also organized into the lowest multiple levels of that hierarchy. This arrangement and evaluation of alternatives differs from one criterion to another, which adds to the complexity of the undertaking when the alternatives are heterogeneous. The coherent approach to structuring complex decisions with the Analytic Hierarchy Process enables one to transcend the complexity of dealing in a scientific way with the problem of widespread orders of magnitude of criteria and alternatives in a complex decision. When the magnitudes are actually very small or very large, the accuracy of ratingalternativesoneatatime instead of comparing them in pairs involves much guessing, and can lead to a questionable outcome. Alternatively, comparisons, which are necessary for the measurement of intangibles, have greater and better justified accuracy.
Article
In this paper the authors review the developments of the analytic hierarchy process (AHP) since its inception. The focus of this paper is a neutral review on the methodological developments rather than reporting its applications that have appeared since its introduction. In particular, we discuss problem modelling, pair-wise comparisons, judgement scales, derivation methods, consistency indices, incomplete matrix, synthesis of the weights, sensitivity analysis and group decisions. All have been important areas of research in AHP.
Article
Urban growth patterns are characteristic of spatial changes that take place in metropolitan areas (MA). They are particularly prominent in more recently formed MAs, such as those in certain locations in Spain, where the structure of the traditional city has undergone sweeping changes. Given the capacity of spatial metrics to characterize landscape structure, these metrics can be a valuable instrument to identify growth patterns in MAs and to evaluate possible urban growth options, based on spatial characteristics. This article focuses on a medium-sized MA (Granada, Spain), and explores the use of spatial metrics to quantify changes in the urban growth patterns reflected in three future scenarios (2020). The scenarios were simulated with a model based on cellular automata, which reproduced three urban growth processes (aggregation, compaction, and dispersion) and four urban growth patterns (aggregated, linear, leapfrogging, and nodal). The scenarios were evaluated with metrics that quantified changes in the spatial characteristics of urban processes. Thus, for example, the NP and AREA MNallowed us to characterize the decreased aggregation of high-density residential land uses in one scenario (S1) and the linear growth patterns in industrial land uses in another scenario (S2). In this way, spatial metrics were found to be useful for the evaluation of urban planning.
Article
In the field of decision making, creating a structure is the first step in organizing, representing and solving a problem. A structure is a model, an abstraction of a problem. It helps us visualize and understand the relevant elements within it that we know from the real world and then use our understanding to solve the problem represented in the structure with greater confidence. In general, there are two kinds of structures used to represent problems: hierarchies and networks. Both rely to a varying degree on the interactions. Some examples are given followed by a discussion about how to structure the problem. At a minimum, a structure must satisfy two requirements: that it be logical in identifying and grouping similar things together, and that it relates them accurately according to the flow of influence among them. It must be complete with nothing left out that has an important influence. The structure is then tested as to whether it helps solve the problem to one's satisfaction.
Article
In a paper by Chang [D.Y. Chang, Applications of the extent analysis method on fuzzy AHP, European Journal of Operational Research 95 (1996) 649–655], an extent analysis method on fuzzy AHP was proposed to obtain a crisp priority vector from a triangular fuzzy comparison matrix. It is found that the extent analysis method cannot estimate the true weights from a fuzzy comparison matrix and has led to quite a number of misapplications in the literature. In this paper, we show by examples that the priority vectors determined by the extent analysis method do not represent the relative importance of decision criteria or alternatives and that the misapplication of the extent analysis method to fuzzy AHP problems may lead to a wrong decision to be made and some useful decision information such as decision criteria and fuzzy comparison matrices not to be considered. We show these problems to avoid any possible misapplications in the future.