Main Title |
Testing the validity of the lognormal probability model : computer analysis of carbon monoxide data from U.S. cities / |
Author |
Ott, Wayne R.,
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Other Authors |
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CORP Author |
Environmental Protection Agency, Washington, DC. Office of Monitoring and Technical Support. |
Publisher |
Office of Monitoring and Technical Support, Office of Research and Development, U.S. Environmental Protection Agency, |
Year Published |
1979 |
Report Number |
EPA-600/4-79-040 |
Stock Number |
PB88-246053 |
OCLC Number |
05730423 |
Subjects |
Carbon monoxide--Mathematical models ;
Air--Pollution--United States
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Additional Subjects |
Carbon monoxide ;
Probability distribution functions ;
Mathematical models ;
United States ;
Computers ;
Tables(Data) ;
Environmental monitoring ;
Air quality data
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Internet Access |
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Local Library Info |
Library |
Local Subject |
Local Note |
N/A |
EPA-600/4-79-040 see EPAX 8811-0104 |
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Holdings |
Library |
Call Number |
Additional Info |
Location |
Last Modified |
Checkout Status |
EJBD |
EPA 600-4-79-040 |
|
Headquarters Library/Washington,DC |
05/01/2014 |
EKBD |
EPA-600/4-79-040 |
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Research Triangle Park Library/RTP, NC |
08/22/2003 |
ELBD ARCHIVE |
EPA 600-4-79-040 |
Received from HQ |
AWBERC Library/Cincinnati,OH |
10/04/2023 |
ESAD |
EPA 600-4-79-040 |
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Region 10 Library/Seattle,WA |
07/13/2007 |
NTIS |
PB88-246053 |
Some EPA libraries have a fiche copy filed under the call number shown. |
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07/26/2022 |
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Collation |
viii, 334 pages : illustrations, figures, tables ; 28 cm. |
Abstract |
A stratified sample consisting of 11 data sets from an original list of 166 CO air quality data sets in SAROAD was selected as a 'national crossection' of observed U.S. CO concentrations, along with a longitudinal group of data sets from a single air monitoring station. The adequacy of the 2-parameter lognormal probability model (LN2) was tested using these data. A special-purpose computer program was developed for calculating the parameters of the LN2 model using four different techniques: (1) direct 'method of moments'; (2) Larsen's 'method of fractiles'; (3) 'maximum likelihood estimation' (MLE) for grouped data using an MLE approximation technique; and (4) MLE for grouped data using computer optimization. |
Notes |
"June 1979." Includes bibliographical references (pages 208-214) |