Csató, László (2015) Distancebased accessibility indices. Working Paper. Corvinus University of Budapest Faculty of Economics.

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Abstract
The paper attempts to develop a suitable accessibility index for networks where each link has a value such that a smaller number is preferred like distance, cost, or travel time. A measure called distance sum is characterized by three independent properties: anonymity, an appropriately chosen independence axiom, and dominance preservation, which requires that a node not far to any other is at least as accessible. We argue for the need of eliminating the independence property in certain applications. Therefore generalized distance sum, a family of accessibility indices, will be suggested. It is linear, considers the accessibility of vertices besides their distances and depends on a parameter in order to control its deviation from distance sum. Generalized distance sum is anonymous and satisfies dominance preservation if its parameter meets a sufficient condition. Two detailed examples demonstrate its ability to reflect the vulnerability of accessibility to link disruptions.
Item Type:  Monograph (Working Paper) 

Series Name:  Corvinus Economics Working Papers  CEWP 
Series Number / Identification Number:  2015/12 
Uncontrolled Keywords:  networks, geography, accessibility, distance sum, axiomatic approach 
JEL classification:  D85  Information, Knowledge, and Uncertainty: Network Formation and Analysis: Theory Z13  Economic Sociology; Economic Anthropology; Social and Economic Stratification 
Divisions:  Faculty of Economics > Department of Mathematics 
Subjects:  Mathematics, Econometrics 
Funders:  MTASYLFF (The Ryoichi Sasakawa Young Leaders Fellowship Fund) 
Projects:  OTKA K 111797, MTABCE "Lendület" Strategic Interactions Research Group 
References:  
ID Code:  1986 
Deposited By:  Ádám Hoffmann 
Deposited On:  06 Jul 2015 15:16 
Last Modified:  06 Jul 2015 15:16 
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