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This final project is propose the result of literately study and simulations about the distribution of classical squared Mahalanobis distances (non robust). Based on the distribution, critical point or cut off value in single outlier detection can be identified. The simulations are meaning for monit...
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id-itb.:131792017-09-27T11:43:07Z#TITLE_ALTERNATIVE# (NIM 10103076); Pembimbing: Prof. Maman A. Djauhari, ABDULLAH Indonesia Final Project INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/13179 This final project is propose the result of literately study and simulations about the distribution of classical squared Mahalanobis distances (non robust). Based on the distribution, critical point or cut off value in single outlier detection can be identified. The simulations are meaning for monitoring how far the fitness among of theoretical study which get from literature and the result of experiment based on a number of random data which generated from standardized multivariate normal distribution. text |
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This final project is propose the result of literately study and simulations about the distribution of classical squared Mahalanobis distances (non robust). Based on the distribution, critical point or cut off value in single outlier detection can be identified. The simulations are meaning for monitoring how far the fitness among of theoretical study which get from literature and the result of experiment based on a number of random data which generated from standardized multivariate normal distribution. |
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Final Project |
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(NIM 10103076); Pembimbing: Prof. Maman A. Djauhari, ABDULLAH |
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(NIM 10103076); Pembimbing: Prof. Maman A. Djauhari, ABDULLAH #TITLE_ALTERNATIVE# |
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(NIM 10103076); Pembimbing: Prof. Maman A. Djauhari, ABDULLAH |
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(NIM 10103076); Pembimbing: Prof. Maman A. Djauhari, ABDULLAH |
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https://digilib.itb.ac.id/gdl/view/13179 |
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