Теория массового обслуживания. Сивохин А.В - 39 стр.

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X :=
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X := [[0.178359999999999990, 0.311039999999999983, 0.133920000000000011, 0.505979999999999986,
0.423360000000000014, 0.251099999999999990], [0.309419999999999972, 0.164319999999999994,
0.116099999999999996, 0.197099999999999998, 0.530279999999999974, 0.00161999999999999992],
[0.114479999999999999, 0.327780000000000016, 0.205900000000000000, 0.513539999999999996,
0.111780000000000004, 0.197099999999999998], [0.0626400000000000014, 0.474660000000000026,
0.244620000000000004, 0.102760000000000004, 0.203039999999999998, 0.487619999999999998],
[0.402299999999999991, 0.448199999999999986, 0.0550799999999999970, 0.404459999999999986,
0.00880000000000000054, 0.173339999999999994], [0.240300000000000014,
0.363960000000000006, 0.505440000000000000, 0.131220000000000003, 0.390959999999999974,
0.292300000000000004], [0.528120000000000034, 0.124740000000000004, 0.370979999999999977,
0.111780000000000004, 0.176579999999999986, 0.0594000000000000015], [0.207359999999999988,
0.473040000000000016, 0.128519999999999994, 0.294839999999999992, 0.489240000000000008,
0.0539999999999999994], [0.510839999999999961, 0.124740000000000004, 0.504360000000000030,
0.0982800000000000063, 0.306180000000000008, 0.504360000000000030]]
3. Задание с помощью RandomMatrix
значений для сечений реализаций
случайной функции X(t)
> R:=RandomMatrix(n, m, generator=0..1);
                                ?0      0     0      0     0      0?
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                                ?0      0     0      0     0
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                                ?0      0     0      0     0      0?
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                                ?0      0     0      0     0      0?
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                           X := ? 0     0     0      0     0      0?
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                                ?0      0     0      0     0      0?
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                                ?0      0     0      0     0      0?
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                                ?0      0     0      0     0      0?
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                                ?0      0     0      0     0      0?

X := [[0.178359999999999990, 0.311039999999999983, 0.133920000000000011, 0.505979999999999986,
     0.423360000000000014, 0.251099999999999990], [0.309419999999999972, 0.164319999999999994,
     0.116099999999999996, 0.197099999999999998, 0.530279999999999974, 0.00161999999999999992],
     [0.114479999999999999, 0.327780000000000016, 0.205900000000000000, 0.513539999999999996,
     0.111780000000000004, 0.197099999999999998], [0.0626400000000000014, 0.474660000000000026,
     0.244620000000000004, 0.102760000000000004, 0.203039999999999998, 0.487619999999999998],
     [0.402299999999999991, 0.448199999999999986, 0.0550799999999999970, 0.404459999999999986,
     0.00880000000000000054, 0.173339999999999994], [0.240300000000000014,
     0.363960000000000006, 0.505440000000000000, 0.131220000000000003, 0.390959999999999974,
     0.292300000000000004], [0.528120000000000034, 0.124740000000000004, 0.370979999999999977,
     0.111780000000000004, 0.176579999999999986, 0.0594000000000000015], [0.207359999999999988,
     0.473040000000000016, 0.128519999999999994, 0.294839999999999992, 0.489240000000000008,
     0.0539999999999999994], [0.510839999999999961, 0.124740000000000004, 0.504360000000000030,
     0.0982800000000000063, 0.306180000000000008, 0.504360000000000030]]




     3. Задание с помощью RandomMatrix
       значений для сечений реализаций
            случайной функции X(t)
>   R:=RandomMatrix(n, m, generator=0..1);




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