2013
DOI: 10.1016/j.jtrangeo.2012.08.018
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A new approach to modelling distance-decay functions for accessibility assessment in transport studies

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Cited by 110 publications
(66 citation statements)
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References 33 publications
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“…The reasonable walking distance is determined by the accessibility functions calibrated for Lisbon in a previous study (Martınez & Viegas, 2013). Since in this study the access to carsharing stations was not part of the list of surveyed functions, we considered the willingness to walk to a carsharing station equivalent to the one estimated for a bus stop accessibility function calibrated (generalized logistic function).…”
Section: Usersmentioning
confidence: 99%
“…The reasonable walking distance is determined by the accessibility functions calibrated for Lisbon in a previous study (Martınez & Viegas, 2013). Since in this study the access to carsharing stations was not part of the list of surveyed functions, we considered the willingness to walk to a carsharing station equivalent to the one estimated for a bus stop accessibility function calibrated (generalized logistic function).…”
Section: Usersmentioning
confidence: 99%
“…In this way, the study [18] offers a new approach to modeling the functions of distant interaction for evaluation of transport accessibility. The authors of the paper [19] designed a new concept of digital city accessibility based on the potential measure of accessibility.…”
Section: Literature Review and Problem Statementmentioning
confidence: 99%
“…El concepto de "caída de la demanda con la distancia" (distance decay) se define como la relación entre la probabilidad de uso del servicio y la distancia al mismo. Este concepto se utiliza para determinar el área de influencia de las paradas, como puede evidenciarse en distintos estudios (Mora Aliseda et al 2003, Gutiérrez Puebla et al 2008, García-Palomares et al 2013, Martínez y Viegas 2013.…”
Section: Estado De La Cuestiónunclassified
“…El cálculo de la función de la caída de la demanda con la distancia se llevó a cabo, con ayuda del software R (Team 2016), y mediante un ajuste por mínimos cuadrados basado en la función Tanner (Ortuzar y Willumsen 2008, Martínez y Viegas 2013, cuya expresión general se muestra en la ecuación (2): (2) siendo y el ratio (la probabilidad que tiene una persona ubicada en un portal de utilizar el servicio), x la distancia (desde el portal hasta la parada), y por último,  1 y  2, que corresponden a los parámetros del ajuste. : "Caída de la demanda con la distancia en el uso del transporte público: el caso del acceso al campus universitario de Cáceres", GeoFocus (Artículos), nº 20, p. 141-163.…”
Section: Fuentes De Datos Demográficasunclassified