Download A character formula for a family of simple modular by Mathieu O., Papadopoulo G. PDF

By Mathieu O., Papadopoulo G.

Enable okay be an algebraically closed box of finite attribute p, and permit be an integer. within the paper, we provide a personality formulation for all uncomplicated rational representations of with maximum weight any a number of of any basic weight. Our formulation is somewhat extra common: say dominant weight λ is designated if there are integers such that and . certainly, we compute the nature of any uncomplicated module whose maximum weight λ could be written as with every are certain. by way of stabilization, we get a personality formulation for a relations of irreducible rational -modules.

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Extra resources for A character formula for a family of simple modular representations of GL(n)

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Parameters must be laboriously estimated from existing data and then fed back into the model and, as is clear from the failure of the only statistical test of the model, there is no guarantee that the output will be acceptable. Another type of input data which must be examined is the set of random numbers which are used to simulate the reproductive events. If one expresses all numbers in binary form they become strings of O's and 1's, and the intuitive notion of a random number is that the series of O's 12.

3. 3. 5 months) by dividing the average length of time between the first and last confinements by one less than the average number of confinements per mother. 5 lunar months (18 months). 38) respectively, for sample sizes of 500. The first birth interval in the simulation is several months shorter than the Tietze one which suggests that the fecundability value in the simulation might be too high, or the live birth gestation period too short. Further, to account for the similarity in later birth intervals one could infer that the live birth post partum amenorrhoea period in the simulation might be too long.

69 .. 1 STILI!.! I 1 I 1 I I I , s ", 1 I I 10 0 0 ASORT REST STILI. ZI " I a. 69 32 2' ·S'+ ",7 1. > 01i5 'ti,J°o2 .. 2. 3 21) 031 IS 22. '16 IS Sf; ... , 17. See Eaton (1952) for an account of the Hutterite's 'controlled acculturation'. 46 years. After her post partum infecund period was over there was a gap of one month before she conceived again, and her second live birth occurred at age 26 years. She spent a total of 74 months in the (non-pregnant) fecundable state. The following section in the table presents the time spent between live births except for the first which gives the number of months between marriage and first birth.

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