The estimation of commuting flows at different spatial scales is a fundamental problem for different areas of study. Many current methods rely on parameters requiring calibration from empirical trip volumes. Their values are often not generalizable to cases without calibration data. To solve this problem we develop a statistical expression to calculate commuting trips with a quantitative functional form to estimate the model parameter when empirical trip data is not available. We calculate commuting trip volumes at scales from within a city to an entire country, introducing a scaling parameter α to the recently proposed parameter free radiation model. The model requires only widely available population and facility density distributions. Th...
We present a method to compare spatial interaction models against data based on well known statistic...
We test a recently proposed model of commuting networks on 80 case studies from different regions of...
Knowledge of Origin-Destination (OD) trip matrices is needed in many stages of transport planning. A...
The estimation of commuting flows at different spatial scales is a fundamental problem for different...
The estimation of commuting flows at different spatial scales is a fundamental problem for different...
The estimation of commuting flows at different spatial scales is a fundamental problem for different...
Trip distribution laws are basic for the travel demand characterization needed in transport and urba...
Introduced in its contemporary form in 1946 (ref. 1), but with roots that go back to the eighteenth ...
Human commuting activity plays a significant role in understanding urban transport systems. This pa...
Conventional calibration algorithms of trip distribution models assume that the analyst has a whole ...
<div>A simple model (FJM) is proposed for describing commuter fluxes at different distances. The mod...
Abstract A simple model, named the flow and jump model (FJM) is used for describing commuter fluxes ...
The classical gravity model assumes the knowledge of origin-destination (OD) flows between places. W...
Understanding network flows such as commuter traffic in large transportation networks is an ongoing ...
The spatial dynamics of epidemics are fundamentally affected by patterns of human mobility. Mobile p...
We present a method to compare spatial interaction models against data based on well known statistic...
We test a recently proposed model of commuting networks on 80 case studies from different regions of...
Knowledge of Origin-Destination (OD) trip matrices is needed in many stages of transport planning. A...
The estimation of commuting flows at different spatial scales is a fundamental problem for different...
The estimation of commuting flows at different spatial scales is a fundamental problem for different...
The estimation of commuting flows at different spatial scales is a fundamental problem for different...
Trip distribution laws are basic for the travel demand characterization needed in transport and urba...
Introduced in its contemporary form in 1946 (ref. 1), but with roots that go back to the eighteenth ...
Human commuting activity plays a significant role in understanding urban transport systems. This pa...
Conventional calibration algorithms of trip distribution models assume that the analyst has a whole ...
<div>A simple model (FJM) is proposed for describing commuter fluxes at different distances. The mod...
Abstract A simple model, named the flow and jump model (FJM) is used for describing commuter fluxes ...
The classical gravity model assumes the knowledge of origin-destination (OD) flows between places. W...
Understanding network flows such as commuter traffic in large transportation networks is an ongoing ...
The spatial dynamics of epidemics are fundamentally affected by patterns of human mobility. Mobile p...
We present a method to compare spatial interaction models against data based on well known statistic...
We test a recently proposed model of commuting networks on 80 case studies from different regions of...
Knowledge of Origin-Destination (OD) trip matrices is needed in many stages of transport planning. A...