File: t_ProcessSample_std.expout

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Default constructor
psample0= []
Constructor based on size, dimension and timeGrid
psample1= [field 0:
    [ t   v0  ]
0 : [ 0   0   ]
1 : [ 0.2 0   ]
2 : [ 0.4 0   ]
3 : [ 0.6 0   ]
4 : [ 0.8 0   ]
5 : [ 1   0   ]
field 1:
    [ t   v0  ]
0 : [ 0   0   ]
1 : [ 0.2 0   ]
2 : [ 0.4 0   ]
3 : [ 0.6 0   ]
4 : [ 0.8 0   ]
5 : [ 1   0   ]
field 2:
    [ t   v0  ]
0 : [ 0   0   ]
1 : [ 0.2 0   ]
2 : [ 0.4 0   ]
3 : [ 0.6 0   ]
4 : [ 0.8 0   ]
5 : [ 1   0   ]
field 3:
    [ t   v0  ]
0 : [ 0   0   ]
1 : [ 0.2 0   ]
2 : [ 0.4 0   ]
3 : [ 0.6 0   ]
4 : [ 0.8 0   ]
5 : [ 1   0   ]]
changing psample1[0] with []
psample1[0]= 0 : [ 1 ]
1 : [ 2 ]
2 : [ 3 ]
3 : [ 4 ]
4 : [ 5 ]
5 : [ 6 ]
Constructor based on size / timeSeries
psample2= [field 0:
    [ t   v0  ]
0 : [ 0   1   ]
1 : [ 0.2 2   ]
2 : [ 0.4 3   ]
3 : [ 0.6 4   ]
4 : [ 0.8 5   ]
5 : [ 1   6   ]
field 1:
    [ t   v0  ]
0 : [ 0   1   ]
1 : [ 0.2 2   ]
2 : [ 0.4 3   ]
3 : [ 0.6 4   ]
4 : [ 0.8 5   ]
5 : [ 1   6   ]
field 2:
    [ t   v0  ]
0 : [ 0   1   ]
1 : [ 0.2 2   ]
2 : [ 0.4 3   ]
3 : [ 0.6 4   ]
4 : [ 0.8 5   ]
5 : [ 1   6   ]]
mean=      [ X0      X1      ]
 0 : [ 15.1567 20.0634 ]
 1 : [ 15.0219 19.8708 ]
 2 : [ 15.0739 20.3926 ]
 3 : [ 14.912  20.1977 ]
 4 : [ 15.0673 20.4691 ]
 5 : [ 14.7883 20.0535 ]
 6 : [ 14.7719 19.548  ]
 7 : [ 15.1073 19.6922 ]
 8 : [ 14.8092 19.5023 ]
 9 : [ 14.4579 19.5169 ]
10 : [ 15.1715 19.5345 ]
11 : [ 14.9389 19.566  ]
12 : [ 15.5904 20.9224 ]
13 : [ 15.0222 19.7281 ]
14 : [ 15.1088 19.1611 ]
15 : [ 14.7771 19.9161 ]
16 : [ 14.8235 19.2618 ]
17 : [ 15.2503 20.1366 ]
18 : [ 15.4406 20.161  ]
19 : [ 14.3127 18.7144 ]
sttdev=  0 : [  5.20929 10.3507  ]
 1 : [  4.89986 10.17    ]
 2 : [  4.80901 10.0966  ]
 3 : [  4.90308  9.69792 ]
 4 : [  5.05297 10.4231  ]
 5 : [  5.18718  9.85859 ]
 6 : [  5.26402 10.125   ]
 7 : [  5.14186  9.80307 ]
 8 : [  4.72024  9.98624 ]
 9 : [  4.96598  9.98612 ]
10 : [  4.84509  9.89812 ]
11 : [  4.5785   8.67143 ]
12 : [  4.69407  9.50691 ]
13 : [  4.93057  9.72704 ]
14 : [  4.57044  9.25843 ]
15 : [  5.4127  10.8732  ]
16 : [  4.89318  9.79911 ]
17 : [  4.69215  9.96718 ]
18 : [  4.9266   9.58109 ]
19 : [  4.89395  9.93536 ]
min=  0 : [ -14.1603 -30.6095 ]
 1 : [ -13.8027 -23.904  ]
 2 : [ -12.517  -23.7572 ]
 3 : [ -12.7529 -23.0628 ]
 4 : [ -11.8037 -25.416  ]
 5 : [ -13.8903 -29.8988 ]
 6 : [ -14.8781 -25.209  ]
 7 : [ -14.3521 -24.0662 ]
 8 : [ -12.7654 -29.8356 ]
 9 : [ -16.9698 -31.4008 ]
10 : [ -15.3923 -29.9139 ]
11 : [ -16.1707 -28.3458 ]
12 : [ -12.7295 -24.8198 ]
13 : [ -12.9627 -23.4386 ]
14 : [ -11.1842 -25.2522 ]
15 : [ -17.5256 -33.5087 ]
16 : [ -12.2506 -25.1541 ]
17 : [ -11.1053 -24.3549 ]
18 : [ -13.6699 -27.3845 ]
19 : [ -13.5213 -29.8754 ]
max=  0 : [ 15.2373 29.1344 ]
 1 : [ 12.0566 28.8768 ]
 2 : [ 11.5558 25.2463 ]
 3 : [ 12.4921 30.0915 ]
 4 : [ 17.0918 31.664  ]
 5 : [ 14.9134 28.59   ]
 6 : [ 12.1261 23.6652 ]
 7 : [ 15.7656 35.5722 ]
 8 : [ 15.3307 34.4177 ]
 9 : [ 15.0359 29.2367 ]
10 : [ 12.9116 25.548  ]
11 : [ 10.6342 25.9649 ]
12 : [ 10.8087 24.4081 ]
13 : [ 11.4133 23.0279 ]
14 : [ 16.3261 26.7575 ]
15 : [ 13.4061 27.6712 ]
16 : [ 12.2851 24.9351 ]
17 : [ 16.2535 26.7025 ]
18 : [ 14.8036 27.0291 ]
19 : [ 13.6755 26.8488 ]
range=  0 : [ 29.3976 59.7439 ]
 1 : [ 25.8593 52.7808 ]
 2 : [ 24.0728 49.0035 ]
 3 : [ 25.2451 53.1543 ]
 4 : [ 28.8955 57.08   ]
 5 : [ 28.8037 58.4888 ]
 6 : [ 27.0042 48.8742 ]
 7 : [ 30.1178 59.6384 ]
 8 : [ 28.0961 64.2533 ]
 9 : [ 32.0057 60.6375 ]
10 : [ 28.3039 55.4619 ]
11 : [ 26.8049 54.3107 ]
12 : [ 23.5383 49.2278 ]
13 : [ 24.376  46.4665 ]
14 : [ 27.5103 52.0097 ]
15 : [ 30.9317 61.1798 ]
16 : [ 24.5357 50.0891 ]
17 : [ 27.3587 51.0574 ]
18 : [ 28.4734 54.4136 ]
19 : [ 27.1968 56.7242 ]
variance=  0 : [  27.1367 107.137  ]
 1 : [  24.0086 103.429  ]
 2 : [  23.1266 101.941  ]
 3 : [  24.0402  94.0497 ]
 4 : [  25.5325 108.642  ]
 5 : [  26.9069  97.1919 ]
 6 : [  27.7099 102.516  ]
 7 : [  26.4388  96.1002 ]
 8 : [  22.2807  99.7249 ]
 9 : [  24.6609  99.7225 ]
10 : [  23.4749  97.9728 ]
11 : [  20.9626  75.1937 ]
12 : [  22.0343  90.3813 ]
13 : [  24.3105  94.6152 ]
14 : [  20.8889  85.7186 ]
15 : [  29.2973 118.227  ]
16 : [  23.9432  96.0225 ]
17 : [  22.0163  99.3446 ]
18 : [  24.2713  91.7973 ]
19 : [  23.9507  98.7115 ]
skewness=  0 : [  0.099507   -0.232035   ]
 1 : [ -0.0908122   0.0812315  ]
 2 : [ -0.108913    0.141424   ]
 3 : [ -0.0819304   0.111421   ]
 4 : [  0.0460878   0.173399   ]
 5 : [ -0.109795   -0.0382685  ]
 6 : [ -0.103835   -0.222868   ]
 7 : [  0.232571    0.137366   ]
 8 : [  0.166841    0.108187   ]
 9 : [  0.121821    0.0527591  ]
10 : [ -0.0490076  -0.118728   ]
11 : [ -0.23037     0.0124721  ]
12 : [ -0.0917696  -0.181874   ]
13 : [ -0.168219   -0.0784765  ]
14 : [ -0.0393322   0.146235   ]
15 : [ -0.2241     -0.00204217 ]
16 : [  0.0545325   0.158752   ]
17 : [  0.0686041   0.00998608 ]
18 : [ -0.0321122   0.00451583 ]
19 : [  0.28611     0.033309   ]
kurtosis=  0 : [ 3.1192  2.9159  ]
 1 : [ 2.73169 2.49555 ]
 2 : [ 2.9718  2.44743 ]
 3 : [ 2.77017 2.9167  ]
 4 : [ 3.07381 2.87725 ]
 5 : [ 3.15684 3.19501 ]
 6 : [ 2.80569 2.5988  ]
 7 : [ 3.05216 3.45897 ]
 8 : [ 3.02706 3.02632 ]
 9 : [ 3.36796 3.5762  ]
10 : [ 3.44024 3.12306 ]
11 : [ 3.07999 3.01111 ]
12 : [ 2.60716 2.69583 ]
13 : [ 2.78191 2.60613 ]
14 : [ 3.07382 2.70219 ]
15 : [ 3.19496 2.93708 ]
16 : [ 2.58795 2.67431 ]
17 : [ 2.91739 2.59274 ]
18 : [ 2.90768 2.98952 ]
19 : [ 3.28319 3.07073 ]
centered moment (3)=  0 : [   13.8982  -254.234   ]
 1 : [  -10.5552    84.4223  ]
 2 : [  -11.9679   143.818   ]
 3 : [   -9.54164  100.41    ]
 4 : [    5.87485  194.006   ]
 5 : [  -15.1407   -36.2291  ]
 6 : [  -14.9646  -228.562   ]
 7 : [   31.2384   127.86    ]
 8 : [   17.3367   106.451   ]
 9 : [   14.7403    51.9108  ]
10 : [   -5.50732 -113.759   ]
11 : [  -21.8457     8.03497 ]
12 : [   -9.37817 -154.404   ]
13 : [  -19.9222   -71.3595  ]
14 : [   -3.71016  114.666   ]
15 : [  -35.1119    -2.5938  ]
16 : [    6.31246  147.588   ]
17 : [    7.00223    9.76973 ]
18 : [   -3.79386    3.92421 ]
19 : [   33.1347    32.2763  ]
raw moment (3)=  0 : [   13.8982  -254.234   ]
 1 : [  -10.5552    84.4223  ]
 2 : [  -11.9679   143.818   ]
 3 : [   -9.54164  100.41    ]
 4 : [    5.87485  194.006   ]
 5 : [  -15.1407   -36.2291  ]
 6 : [  -14.9646  -228.562   ]
 7 : [   31.2384   127.86    ]
 8 : [   17.3367   106.451   ]
 9 : [   14.7403    51.9108  ]
10 : [   -5.50732 -113.759   ]
11 : [  -21.8457     8.03497 ]
12 : [   -9.37817 -154.404   ]
13 : [  -19.9222   -71.3595  ]
14 : [   -3.71016  114.666   ]
15 : [  -35.1119    -2.5938  ]
16 : [    6.31246  147.588   ]
17 : [    7.00223    9.76973 ]
18 : [   -3.79386    3.92421 ]
19 : [   33.1347    32.2763  ]
median=  0 : [ -0.262121    0.276814   ]
 1 : [ -0.130935    0.0387821  ]
 2 : [  0.353855   -0.41764    ]
 3 : [ -0.220727    0.58949    ]
 4 : [  0.130437    0.19803    ]
 5 : [  0.10128    -0.0119597  ]
 6 : [  0.467827    0.595683   ]
 7 : [  0.0876327   0.501197   ]
 8 : [ -0.393774    0.30814    ]
 9 : [ -0.28269     0.555034   ]
10 : [ -0.199703    0.12103    ]
11 : [ -0.0299013   0.00273869 ]
12 : [ -0.00570927  0.737282   ]
13 : [ -0.010471   -0.124944   ]
14 : [  0.162171    0.0230599  ]
15 : [  0.14861    -0.840966   ]
16 : [  0.0739451  -0.31508    ]
17 : [  0.1211     -0.120941   ]
18 : [  0.0111904   0.08661    ]
19 : [ -0.142826    0.302189   ]
quantile at level 0.3 =  0 : [ -2.49846 -5.35701 ]
 1 : [ -2.81079 -6.53291 ]
 2 : [ -2.57733 -6.44949 ]
 3 : [ -2.1983  -5.79188 ]
 4 : [ -2.59073 -6.24223 ]
 5 : [ -2.33604 -4.76866 ]
 6 : [ -2.85524 -5.28397 ]
 7 : [ -2.9271  -4.49179 ]
 8 : [ -2.62848 -6.23061 ]
 9 : [ -2.48775 -4.59155 ]
10 : [ -2.47118 -5.0796  ]
11 : [ -2.06436 -4.59534 ]
12 : [ -2.68056 -4.33019 ]
13 : [ -2.71371 -5.09992 ]
14 : [ -2.17476 -5.5823  ]
15 : [ -2.38603 -5.8253  ]
16 : [ -2.91704 -5.18384 ]
17 : [ -2.62538 -4.84195 ]
18 : [ -2.80133 -5.27864 ]
19 : [ -2.53559 -5.59989 ]
empirical CDF at [0.2, 0.2] =  0 : [ 0.38  ]
 1 : [ 0.424 ]
 2 : [ 0.404 ]
 3 : [ 0.38  ]
 4 : [ 0.376 ]
 5 : [ 0.38  ]
 6 : [ 0.4   ]
 7 : [ 0.388 ]
 8 : [ 0.392 ]
 9 : [ 0.384 ]
10 : [ 0.388 ]
11 : [ 0.4   ]
12 : [ 0.38  ]
13 : [ 0.396 ]
14 : [ 0.36  ]
15 : [ 0.408 ]
16 : [ 0.42  ]
17 : [ 0.392 ]
18 : [ 0.384 ]
19 : [ 0.404 ]
complementary empirical CDF at [0.2, 0.2] =  0 : [ 0.356 ]
 1 : [ 0.4   ]
 2 : [ 0.388 ]
 3 : [ 0.36  ]
 4 : [ 0.36  ]
 5 : [ 0.364 ]
 6 : [ 0.424 ]
 7 : [ 0.388 ]
 8 : [ 0.356 ]
 9 : [ 0.34  ]
10 : [ 0.352 ]
11 : [ 0.376 ]
12 : [ 0.372 ]
13 : [ 0.364 ]
14 : [ 0.344 ]
15 : [ 0.36  ]
16 : [ 0.372 ]
17 : [ 0.352 ]
18 : [ 0.372 ]
19 : [ 0.36  ]