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|Title:||Calculation of confidence intervals for estimated distances|
Love, Robert F.
McMaster University, Michael G. DeGroote School of Business
|Series/Report no.:||Research and working paper series (Michael G. DeGroote School of Business)|
|Abstract:||<p>A new method is devised to calculate the confidence intervals for estimated distances. Using this method, the confidence intervals for estimated actual distances are developed for the ℓ<em><sub>p</sub></em>-norm and ℓ<em><sub>bp</sub></em>-norm. Our empirical study in the seventeen geographical regions indicates that better confidence intervals for the unknown actual distances are obtained with the ℓ<em><sub>bp</sub></em>-norm than the ℓ<em><sub>p</sub>-</em>norm.</p>|
|Description:||<p>39 p. : ; Includes bibliographical references (p. 25-27). ; "August, 1999".</p>|
|Appears in Collections:||DeGroote School of Business Working Paper Series|
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