SIGNIFICANCE TEST FOR ACCIDENT REDUCTIONS BASED ON CLASSICAL STATISTICS AND ECONOMIC CONSEQUENCES

A SIMPLE TEST HAS BEEN DEVISED TO DETERMINE THE STATISTICAL SIGNIFICANCE OF ACCIDENT REDUCTIONS. SUCH A TEST IS APPLICABLE WHEN SOME CHANGE HAS OCCURRED AT A HIGHWAY LOCATION AND INFORMATION IS DESIRED CONCERNING WHETHER OR NOT THE DIFFERENCE BETWEEN THE NUMBER OF ACCIDENTS 'BEFORE' AND 'AFTER' REPRESENTS A STATISTICALLY SIGNIFICANT REDUCTION. IN ARRIVING AT A DECISION BASED ON RANDOM DATA THE RISK IS RUN OCCASIONALLY OF CLAIMING A REDUCTION IN ACCIDENTS WHEN THERE IS NONE (I.E., TYPE I ERROR), OR FAILING TO CLAIM A REDUCTION WHEN IT EXISTS (I.E., TYPE II ERROR). A DECISION PROCEDURE IS PROPOSED THAT CONSIDERS THESE ERRORS AND THEIR COSTS, AND PROVIDES CURVES THAT INDICATE TRADE-OFFS IN THE PROBABILITIES OF MAKING EACH OF THE TWO TYPES OF ERRORS. MOST OF THE STATISTICAL THEORY USED IN THIS PAPER IS GENERALLY WELL KNOWN. HOWEVER, THE SELECTION OF SIGNIFICANCE LEVELS BASED ON ECONOMIC CONSIDERATIONS REPRESENTS AN IMPROVEMENT UPON THE ALL TOO COMMON PRATICE OF ARBITRARILY SELECTING SIGNIFICANCE LEVELS FOR TYPE I ERRORS AND IGNORING TYPE II ERRORS ALTOGETHER. /AUTHOR/

  • Availability:
  • Supplemental Notes:
    • Vol 1, No 3, PP 206-217
  • Authors:
    • Dietz, S K
  • Publication Date: 1967-8

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  • Accession Number: 00219949
  • Record Type: Publication
  • Files: TRIS
  • Created Date: Aug 10 2004 5:01PM