KARAKTERISTIK FUNGSI DISTRIBUSI FOUR-PARAMETER GENERALIZED-t
This research is about the characteristic function of four-parameter generalized t distribution. Four-parameter generalized t distribution has four parameters which are μ as a location parameter, σ as a scale parameter, p and q as a shape parameter, and B as a function of beta. The characteristic fu...
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| Main Authors: | , , , |
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| Format: | Book |
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Universitas Muhammadiyah Pringsewu,
2016-04-01T00:00:00Z.
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| Online Access: | Connect to this object online. |
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| Summary: | This research is about the characteristic function of four-parameter generalized t distribution. Four-parameter generalized t distribution has four parameters which are μ as a location parameter, σ as a scale parameter, p and q as a shape parameter, and B as a function of beta. The characteristic function are retrieved from the expectation of e itx , where i as a imaginary number. Then, the characteristic function of four-parameter generalized t distribution was able to be determined by using definition and trigonometric expansions. Based on those two methods this study got the same results and then will be continued proving the fundamental properties of the characteristic function of four-parameter generalized t distribution. Furthermore, it needs graph simulation on a characteristic function of four- parameter generalized t distribution. Graph simulation result on the characteristic function of four- parameter generalized t distribution was formed a closed curve (circle) are smooth. Keywords: four-parameter generalized t distribution, characteristic function, graph simulation |
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| Item Description: | 2356-2064 2356-2056 10.26638/je.156.2064 |