Notes
Slide Show
Outline
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Visualization and Analytic Methods for the Tracking of Birth Outcomes and Traffic Exposures
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Overview
  • Needs of Visualization for Tracking
  • Mapping Disease Rates
    • Failure of mapping in discrete areas
    • Density estimation
    • – Strengths and Weaknesses


  • Modeling of Traffic-Exhaust Pollution
    • Methods: Cost-Benefit Analysis


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Needs of Data Visualization for Tracking
  • We need a system that is continuous and ongoing
  • We need web-based tools that allow public access and ability to interface with data
  • We need to preserve data confidentiality and privacy
  • The system is not complete until those who need information
    • Know the information exists
    • Know where to find it
    • Know what it’s good for
    • Are able to access and interpret it
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Mapping Disease Rates
  • Failure of mapping rates in discrete areas


    • Sample size problem:  law of small numbers
      • Instability of rates with small denominators
      • As areas get smaller, variability increases
    • Visualization fails
    • Political boundaries change over time (e.g. ZIP codes)


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Density Estimation: Strengths
  • Methods of Openshaw,
  •        Rushton


  • Produce continuous surface of rates


  • Preserves data confidentiality


  • More accurately reflect reality
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Data Restrictions
  • Restricted births to:
    • completed birthweight
    • geocoded address
    • downtown San Diego and nearby areas
    • compatible birthweight and gestational age


    • 16,385 births 1980
    • 24,274 births 1990
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Spatial Distribution Method


  • (1) Generated Uniform Grid 0.5 miles apart  (spatial filters)




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Spatial Distribution Method

  • (2) Identified all births within a 0.5 mile spatial filter   (min. of 40 births to compute rate)
  • 3) Compute LBW rates and made contour maps




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Representation of Data
Example: LBW Birth-rate Map
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Statistical Significance (Monte Carlo Simulations)
  • Assign each birth equal probability of being a LBW birth
  • Assign a random number (1-1000) for each birth
  • Classify each birth as LBW or non-LBW
  • Compute LBW rate at each grid point 1000 times
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Statistical Significance (Monte Carlo Simulations)
  •  Compute the % of simulated rates which are less than the observed rate.


  • Make map of statistical significance
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Density Estimation: Weaknesses
  • Need for geocoded denominator


  • Need for sensitivity analysis:
    • size of filter needs to change in relation of density of health events?


  • Spatial autocorrelation an issue in analysis: Spatial regression




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Modeling of Traffic Exhaust Pollution
  • Proximity Analyses
  • Dispersion Models
  • Land-Use Regression
  • Integrated-Meterological Models
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Proximity Analysis
  • Strengths:
    • Easy to use (adapt with Gaussian weights)
      • Distance of residence to road correlates well with personal and ambient NO2 monitoring (Rijnders,et al 2001)
    • Weaknesses:
      • Exposure misclassification likely without wind direction data
      • Does not model actual level of pollutants



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Dispersion Models (e.g. CALINE)
  • Strengths:
    • More accurately measuring dispersal of pollutants
    • Model actual pollutant levels


    • Weaknesses:
      • Is gaussian plume realistic model?
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Land-use regression (e.g. Briggs)
  • Strengths:
    • Use land use, met data, DEMs, traffic to predict pollutant concentrations
    • Easily obtained data


  • Weaknesses:
    • Need enough monitoring locations for callibration/validation
    • Need to replicate in new areas; models developed in one geographic location may not be predictive in other areas.


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Integrated Meterological-Emission Models (e.g. ADMS-Urban, Cal-PUFF)

    • ADMS-Urban: Strengths:
      • Incorporates mobile, point, and area sources
      • Ability to model gridded emissions and terrain simultaneously
      •  model 10,050 receptor points
      • boundary layer effects and dispersal behaviors over complex terrain
      • photochemistry.
      • seamlessly integrated with ArcView GIS
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Integrated Meterological-Emission Models (e.g. ADMS-Urban, Cal-PUFF)

  • ADMS-Urban:
    • Weaknesses::


      • Significant training and expertise necessary
      • Cost
      • Multiple data inputs
      • What is the bang for the buck?
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Incorporating Time Activity/Personal Monitoring into Tracking
  • Cost/sample size makes these activities prohibitive for tracking
    • Subsample analysis?
    • Survey data on time activities
    • Commuting important exposure time:
      • Use of Transportation demand models?
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Conclusions
  • Integrating density estimation techniques important for visualization and analysis of health tracking data – increased method development necessary
  • Various approaches for traffic-exhaust modeling for tracking – Need to capture most accurate method over the most population at least cost