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Structural Road Accident Models The International DRAG Family

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ISBN-10: 0080430619

ISBN-13: 9780080430614

Edition: 2000

Authors: Marc Gaudry, Sylvain Lassarre

List price: $159.99
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Description:

DRAG (from un modele de la Demande Routiere, des Accidents et leur Gravite) is a complex computer model that simulates accident propensities under detailed conditions. The DRAG approach constitutes the largest road accident modelling effort ever undertaken. Gaudry is the creator and developer of DRAG and this work explains its nature, purpose and value. Such a model, which explains accidents for a whole region, province or country, has advantages in answering many questions asked about accidents (such as the role of the economic cycle, weather, prices, insurance etc.) that other models fail to take fully into account. DRAG research is underpinned by a fundamental theoretical innovation…    
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Book details

List price: $159.99
Copyright year: 2000
Publisher: Emerald Publishing Limited
Publication date: 11/17/2000
Binding: Hardcover
Pages: 370
Size: 5.91" wide x 8.66" long x 0.75" tall
Weight: 1.540

Contributing authors
Foreword: on a manuscript of 1984
Research support, and more
National and Regional Models
Multiple Levels, Damages, Forms, Moments and Variables in Road Accident Models
Introduction: the [double left angle bracket]Modelling Quartet[double right angle bracket] in this book
Problem Formulation
A multilevel structure; a multidamage application
Perspectives on problem structure
The quantification of effects
From fixed to flexible mathematical form
From monotonic to multitonic forms: the case of alcohol
Variables: multimoment, multivariate
The dependent variable: from observations to moments
The explanatory variables: not a triad, but a quatrain
Is pregnancy a risk factor?
Other modelling dimensions of interest
Multidata
Multiple documentation of reference results
Conclusion: matching tools to questions
Post Scriptum: model acronyms
References
The Drag-2 Model for Quebec
Introduction
The structure of the DRAG-2 model
A diagram of the model structure
Dependent variable graphs
The matrix of direct effects of independent variables over dependent variables
REsults on mathematical form and particular variables
Econometric results
Results on elasticity
Other results: forecasts for the period of 1997-2004
Other developments
The SNUS-2.5 Model for Germany
Context
Structure of model
The dependent variables
Visual analysis of the dependent variables
Matrix of direct effects
Results and their interpretation
Statistical results
Economic results: overall specific results
Decomposition of the impact by variable: results common to other models
Results for other variables
Deriving other interesting results
The analysis of victims: direct, indirect and total elasticities
Multiple moments and their marginal rates of substitution
Marginal rates of substitution with comparable accident data
Marginal rates of substitution with disaggregated accident data
Policy implications
Higher prices save energy and lives
Risk substitution in terms of first moments
References
The TRULS--1 Model for Norway
Introduction
Structure of the Model Truls-1
Dependent variables: definitions and relations
Visual analysis of dependent variables
Matrix of direct effects
The casualty subset test
Results on form and selected explanatory variables
References
The DRAG-Stockholm-2 Model
Introduction
The Dennis agreement
The MAD-project
The concept of zero fatality
Structure of the DRAG model for Stockholm county
Introduction
Dependent variables: definitions and relations
Visual analysis of dependent variables
Matrix of direct effects
Model form and explanatory variables
Summary of econometric results
The demand for road use
Comparison between estimated and actual demand for road use
The contribution of road infrastructure to road traffic growth
The Road accident frequency and gravity models
Economic activities
Quality of vehicle fleet
Road network data
Weather data
Intervention measures
Gasoline price
The DRAG-Stockholm-2 model
The new model specification
Comparison of results between the "old" and "new" specification
Comparison of actual and estimated accident risks
Specific results on the Drag-Stockholm model
Points of interest and conclusion
Alcohol consumption: the J-shaped relationship
Medicine consumption
Pregnancy--a new risk factor
Conclusions
References
The TAG-1 Model for France
Introduction
Structuring the TAG model
Econometric form of the TAG model
The estimates produced by the TAG model
Model of road transport demand
Constructing a model of average speed
Analysis of the results by risk indicator
Analysis of results by explanatory factor
Conclusion
References
The TRACS-CA Model for California
Introduction
TRACS-CA model structure
Exposure and crash losses
Historical trends
Determining variables included in the TRACS-CA structure
Estimation results
Statistical summary
Common variable results
Specific variable results
Further results
Discussion and future directions
References
Comparing Six Drag-Type Models
Risk exposure
Driver behaviour
Speed
Seatbelt wearing
Consumption of alcohol
Consumption of medicines
Economic variables
Households' economic and financial situation
Fuel prices
Competing supply from public transport
Conclusion
References
Other Models and Issues
The Road, Risk, Uncertainty and Speed
Risk, uncertainty and observed road accident outcomes
Model structure: simultaneity and perceived risk
Selected results: accident frequency and severity
Selected results: speed
Conclusion
References
The Res Model by Road Type in France
Introduction
Structure of the model
General outline
The data base
Economic formulation
Econometric specification
Algorithm
The Results
Tests of functional form
Measuring elasticities
Short and medium term simulations
Conclusion
References
Postface and Perspectives
Relevance of models for understanding the influence of risk factors
Outlook for research in constructing risk models
Data extraction
Adding levels to the structure
Breakdown of indicators by user and road types
Disaggregation by location or vehicle x driver
Relevance of the models for managing road safety
References
Algorithms and Detailed Model Outputs
The Trio Level-1.5 Algorithm for Bc-Gauheseq Regression
Introduction and statistical model
Introduction
Log-likelihood function
Computational aspects
Model types
Model estimation
Estimation results
Definitions of moments of the dependent variable
Derivatives and elasticities of the sample and expected values of the dependent variable
Derivatives and elasticities of the standard error of the dependent variable
Derivativies and elasticities of the skewness of the dependent variable
Ratios of derivatives of the moments of the dependent variable
Evaluation of moments, their derivatives, rates of substitution and elasticities
Student's t-statistics
Goodness-of-fit measures
Special options
Correlation matrix and table of variance-decomposition proportions
Analysis of heteroskedasticity of the residuals
Analysis of autocorrelation of the residuals
Forecasting: maximum likelihood and simulation forecasts
References
The Irposkml Procedure of Estimation
Accident frequency model specification
Severity model specification
References
Turning Box-Cox Including Quadratic forms in Regression
Model with two Box-Cox transformations on a same independent variable
Solution
First-order conditions
Second-order conditions
Special case: quadratic form
Model with powers [lamda subscript 1] and [lamda subscript 2] only on a same independent variable
First-order conditions
Second-order conditions
Special case: quadratic form
Two-step transformations on a same independent variable
References
Appendix 1. Detailed Model Outputs