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Fungsi Distribusi Statistik tN dalam Suatu Penyebaran Individu yang Beraturan dalam Bentuk Hexagon

M.A. Djauhari


Abstract. In order to determine the index of randomness a spatial pattern of objects the null hypothesis Ho that our spatial pattern is a realization of a Poisson's process is needed. The alternative usually used are:
(i). H11: the spatial pattern is a realization of a Thomas' process.
(ii). H12: the spatial pattern is regular in the form of equilateral triangles.
(iii). H13: the spatial pattern is regular in the form of squares.
We propose here the fourth alternative H14 that the spatial pattern is regular in the form of hexagons. Our interest here is to study, under H14, the distribution of tN, i.e. the best test of randomness under the first three alternatives (Djauhari, 1977).

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