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MENUVolume : V, Issue : I, January - 2016
Mellin Transformation for Extreme Values of Eigenvalues and Upper Percentile Points
William W. S. Chen
Abstract :
In this paper, we define the Mellin Transformation, then use it to derive the joint distribution of two eigenvalues. This form of distribution was first defined by Roy(1939), Hsu(1939), and Fisher(1939). We also tabulate the upper percentile points of this distribution that was partially done by Pillai K.C.S. (1956).
Keywords :
Eigenvalues Extended Tables Fisher-Girshick-Hsu-Roy Distribution Upper Percentage points Pillai K.C.S.
Article:
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DOI : https://www.doi.org/10.36106/gjra
Cite This Article:
William W.S. Chen Mellin Transformation for Extreme Values of Eigenvalues
and Upper Percentile Points Global Journal For Research Analysis, Vol: 5, Issue: 1 January 2016
Number of Downloads : 991
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William W.S. Chen Mellin Transformation for Extreme Values of Eigenvalues and Upper Percentile Points Global Journal For Research Analysis, Vol: 5, Issue: 1 January 2016
