Nothing
Code
getLinearRegressions(x = alpham, divType = "alpha")
Output
assemblageID metric slope pvalue significance intercept
1 A S -3.231300e-16 0.15830242 0 4.0000000
2 A N -1.085714e+00 0.49312733 0 2221.0000000
3 A maxN 3.428571e-01 0.57339225 0 -677.0000000
4 A Shannon -1.014279e-02 0.16387220 0 21.7549378
5 A expShannon -3.860280e-02 0.15947041 0 81.5183357
6 A Simpson -5.747652e-03 0.17868740 0 12.2937633
7 A invSimpson -7.518190e-02 0.16018749 0 154.9725712
8 A PIE -5.483465e-03 0.20734233 0 11.7832981
9 A DomMc 7.702476e-03 0.12601976 0 -14.8898380
10 B S -3.231300e-16 0.15830242 0 4.0000000
11 B N -3.571429e+00 0.02349824 1 7227.0000000
12 B maxN -3.142857e-01 0.39896494 0 645.0000000
13 B Shannon -8.443624e-03 0.39439070 0 18.3461137
14 B expShannon -3.263149e-02 0.38974859 0 69.5432933
15 B Simpson -4.766654e-03 0.33661473 0 10.3263339
16 B invSimpson -6.581369e-02 0.32841362 0 136.2163417
17 B PIE -3.214784e-03 0.48111327 0 7.2227636
18 B DomMc 1.384114e-02 0.34692228 0 -27.2662504
19 C S -3.231300e-16 0.15830242 0 4.0000000
20 C N -6.000000e-01 0.73091571 0 1246.0000000
21 C maxN -2.571429e-01 0.65825399 0 531.0000000
22 C Shannon 2.512677e-03 0.71407597 0 -3.7227134
23 C expShannon 9.681283e-03 0.71058746 0 -15.6862557
24 C Simpson 9.383242e-04 0.75494541 0 -1.1633354
25 C invSimpson 1.338684e-02 0.73952526 0 -23.2994890
26 C PIE 1.199578e-03 0.60404270 0 -1.6692828
27 C DomMc -2.377004e-03 0.83717092 0 5.4159374
28 D S -3.231300e-16 0.15830242 0 4.0000000
29 D N -1.885714e+00 0.18462086 0 3833.3333333
30 D maxN -7.714286e-01 0.38113855 0 1566.0000000
31 D Shannon 6.608015e-03 0.32300484 0 -11.9637075
32 D expShannon 2.546484e-02 0.31749640 0 -47.4472840
33 D Simpson 2.778997e-03 0.42157180 0 -4.8679003
34 D invSimpson 3.908144e-02 0.39448146 0 -75.0107237
35 D PIE 3.963670e-03 0.32464377 0 -7.2322410
36 D DomMc -8.736037e-03 0.44303277 0 18.2176280
37 E S -3.231300e-16 0.15830242 0 4.0000000
38 E N 2.342857e+00 0.21704733 0 -4679.6666667
39 E maxN 1.257143e+00 0.31596154 0 -2517.0000000
40 E Shannon -6.556769e-03 0.65648064 0 14.5334217
41 E expShannon -2.556562e-02 0.64418461 0 55.2662898
42 E Simpson -3.569669e-03 0.66320687 0 7.9077787
43 E invSimpson -5.106579e-02 0.61619422 0 106.4228595
44 E PIE -5.417667e-03 0.54732374 0 11.6489010
45 E DomMc 1.545518e-02 0.43815495 0 -30.5047252
46 F S -3.231300e-16 0.15830242 0 4.0000000
47 F N -2.971429e+00 0.22882036 0 6022.3333333
48 F maxN -6.285714e-01 0.51528960 0 1278.3333333
49 F Shannon -2.569709e-03 0.51268337 0 6.5354102
50 F expShannon -1.000002e-02 0.51605470 0 24.0366679
51 F Simpson -1.340213e-03 0.49619976 0 3.4361451
52 F invSimpson -1.928566e-02 0.50881398 0 42.6457206
53 F PIE -1.145575e-04 0.96734196 0 0.9881616
54 F DomMc 3.867156e-03 0.72148009 0 -7.2037333
55 G S -3.231300e-16 0.15830242 0 4.0000000
56 G N -7.714286e-01 0.37779156 0 1588.6666667
57 G maxN 1.142857e-01 0.79429474 0 -218.0000000
58 G Shannon -2.522603e-03 0.57010856 0 6.4334201
59 G expShannon -9.973337e-03 0.56343713 0 23.9550388
60 G Simpson -1.302904e-03 0.55776144 0 3.3572440
61 G invSimpson -1.988473e-02 0.53165210 0 43.7966564
62 G PIE -9.106016e-04 0.68827531 0 2.5887860
63 G DomMc 4.201681e-03 0.60924469 0 -7.8557190
64 H S -3.231300e-16 0.15830242 0 4.0000000
65 H N 1.714286e+00 0.34035262 0 -3411.3333333
66 H maxN 1.142857e-01 0.80472616 0 -217.6666667
67 H Shannon 4.191228e-03 0.33744336 0 -7.0696837
68 H expShannon 1.626469e-02 0.33567459 0 -28.8158919
69 H Simpson 2.282941e-03 0.31905187 0 -3.8552402
70 H invSimpson 3.248526e-02 0.31089303 0 -61.5391930
71 H PIE 1.181638e-03 0.37077264 0 -1.6185918
72 H DomMc -4.928107e-03 0.41164195 0 10.4936117
Code
getLinearRegressions(x = betam, divType = "beta")
Output
assemblageID metric slope pvalue significance
1 A JaccardDiss 0.016326531 0.57339225 0
2 A MorisitaHornDiss 0.020438356 0.62482173 0
3 A BrayCurtisDiss 0.001239032 0.96196422 0
4 B JaccardDiss -0.079455782 0.15064420 0
5 B MorisitaHornDiss -0.090499580 0.15637235 0
6 B BrayCurtisDiss -0.080403596 0.11808705 0
7 C JaccardDiss -0.048979592 0.02131164 1
8 C MorisitaHornDiss -0.080526810 0.09006650 0
9 C BrayCurtisDiss -0.065059033 0.05670431 0
10 D JaccardDiss 0.027210884 0.32616424 0
11 D MorisitaHornDiss 0.005105450 0.88851018 0
12 D BrayCurtisDiss 0.008434437 0.77210602 0
13 E JaccardDiss -0.066666667 0.13470194 0
14 E MorisitaHornDiss -0.095237006 0.08766297 0
15 E BrayCurtisDiss -0.086136153 0.09335691 0
16 F JaccardDiss 0.048979592 0.02131164 1
17 F MorisitaHornDiss 0.070812332 0.13020623 0
18 F BrayCurtisDiss 0.059920630 0.06497971 0
19 G JaccardDiss 0.022040816 0.76450766 0
20 G MorisitaHornDiss 0.020545808 0.82369684 0
21 G BrayCurtisDiss 0.032524487 0.68064142 0
22 H JaccardDiss 0.041360544 0.46161451 0
23 H MorisitaHornDiss 0.011387456 0.83756354 0
24 H BrayCurtisDiss 0.019660543 0.70643863 0
intercept
1 -32.095238
2 -40.522856
3 -1.819232
4 160.577778
5 182.739180
6 162.475029
7 99.333333
8 162.673482
9 131.604069
10 -54.000000
11 -9.598164
12 -16.257195
13 135.000000
14 192.456862
15 174.151364
16 -97.809524
17 -141.851661
18 -119.897270
19 -43.628571
20 -40.716682
21 -64.779047
22 -82.596825
23 -22.412783
24 -39.018592
Code
getLinearRegressions(x = alpham, divType = "alpha", pThreshold = 0.01)
Output
assemblageID metric slope pvalue significance intercept
1 A S -3.231300e-16 0.15830242 0 4.0000000
2 A N -1.085714e+00 0.49312733 0 2221.0000000
3 A maxN 3.428571e-01 0.57339225 0 -677.0000000
4 A Shannon -1.014279e-02 0.16387220 0 21.7549378
5 A expShannon -3.860280e-02 0.15947041 0 81.5183357
6 A Simpson -5.747652e-03 0.17868740 0 12.2937633
7 A invSimpson -7.518190e-02 0.16018749 0 154.9725712
8 A PIE -5.483465e-03 0.20734233 0 11.7832981
9 A DomMc 7.702476e-03 0.12601976 0 -14.8898380
10 B S -3.231300e-16 0.15830242 0 4.0000000
11 B N -3.571429e+00 0.02349824 0 7227.0000000
12 B maxN -3.142857e-01 0.39896494 0 645.0000000
13 B Shannon -8.443624e-03 0.39439070 0 18.3461137
14 B expShannon -3.263149e-02 0.38974859 0 69.5432933
15 B Simpson -4.766654e-03 0.33661473 0 10.3263339
16 B invSimpson -6.581369e-02 0.32841362 0 136.2163417
17 B PIE -3.214784e-03 0.48111327 0 7.2227636
18 B DomMc 1.384114e-02 0.34692228 0 -27.2662504
19 C S -3.231300e-16 0.15830242 0 4.0000000
20 C N -6.000000e-01 0.73091571 0 1246.0000000
21 C maxN -2.571429e-01 0.65825399 0 531.0000000
22 C Shannon 2.512677e-03 0.71407597 0 -3.7227134
23 C expShannon 9.681283e-03 0.71058746 0 -15.6862557
24 C Simpson 9.383242e-04 0.75494541 0 -1.1633354
25 C invSimpson 1.338684e-02 0.73952526 0 -23.2994890
26 C PIE 1.199578e-03 0.60404270 0 -1.6692828
27 C DomMc -2.377004e-03 0.83717092 0 5.4159374
28 D S -3.231300e-16 0.15830242 0 4.0000000
29 D N -1.885714e+00 0.18462086 0 3833.3333333
30 D maxN -7.714286e-01 0.38113855 0 1566.0000000
31 D Shannon 6.608015e-03 0.32300484 0 -11.9637075
32 D expShannon 2.546484e-02 0.31749640 0 -47.4472840
33 D Simpson 2.778997e-03 0.42157180 0 -4.8679003
34 D invSimpson 3.908144e-02 0.39448146 0 -75.0107237
35 D PIE 3.963670e-03 0.32464377 0 -7.2322410
36 D DomMc -8.736037e-03 0.44303277 0 18.2176280
37 E S -3.231300e-16 0.15830242 0 4.0000000
38 E N 2.342857e+00 0.21704733 0 -4679.6666667
39 E maxN 1.257143e+00 0.31596154 0 -2517.0000000
40 E Shannon -6.556769e-03 0.65648064 0 14.5334217
41 E expShannon -2.556562e-02 0.64418461 0 55.2662898
42 E Simpson -3.569669e-03 0.66320687 0 7.9077787
43 E invSimpson -5.106579e-02 0.61619422 0 106.4228595
44 E PIE -5.417667e-03 0.54732374 0 11.6489010
45 E DomMc 1.545518e-02 0.43815495 0 -30.5047252
46 F S -3.231300e-16 0.15830242 0 4.0000000
47 F N -2.971429e+00 0.22882036 0 6022.3333333
48 F maxN -6.285714e-01 0.51528960 0 1278.3333333
49 F Shannon -2.569709e-03 0.51268337 0 6.5354102
50 F expShannon -1.000002e-02 0.51605470 0 24.0366679
51 F Simpson -1.340213e-03 0.49619976 0 3.4361451
52 F invSimpson -1.928566e-02 0.50881398 0 42.6457206
53 F PIE -1.145575e-04 0.96734196 0 0.9881616
54 F DomMc 3.867156e-03 0.72148009 0 -7.2037333
55 G S -3.231300e-16 0.15830242 0 4.0000000
56 G N -7.714286e-01 0.37779156 0 1588.6666667
57 G maxN 1.142857e-01 0.79429474 0 -218.0000000
58 G Shannon -2.522603e-03 0.57010856 0 6.4334201
59 G expShannon -9.973337e-03 0.56343713 0 23.9550388
60 G Simpson -1.302904e-03 0.55776144 0 3.3572440
61 G invSimpson -1.988473e-02 0.53165210 0 43.7966564
62 G PIE -9.106016e-04 0.68827531 0 2.5887860
63 G DomMc 4.201681e-03 0.60924469 0 -7.8557190
64 H S -3.231300e-16 0.15830242 0 4.0000000
65 H N 1.714286e+00 0.34035262 0 -3411.3333333
66 H maxN 1.142857e-01 0.80472616 0 -217.6666667
67 H Shannon 4.191228e-03 0.33744336 0 -7.0696837
68 H expShannon 1.626469e-02 0.33567459 0 -28.8158919
69 H Simpson 2.282941e-03 0.31905187 0 -3.8552402
70 H invSimpson 3.248526e-02 0.31089303 0 -61.5391930
71 H PIE 1.181638e-03 0.37077264 0 -1.6185918
72 H DomMc -4.928107e-03 0.41164195 0 10.4936117
Code
getLinearRegressions(x = betam, divType = "beta", pThreshold = 0.01)
Output
assemblageID metric slope pvalue significance
1 A JaccardDiss 0.016326531 0.57339225 0
2 A MorisitaHornDiss 0.020438356 0.62482173 0
3 A BrayCurtisDiss 0.001239032 0.96196422 0
4 B JaccardDiss -0.079455782 0.15064420 0
5 B MorisitaHornDiss -0.090499580 0.15637235 0
6 B BrayCurtisDiss -0.080403596 0.11808705 0
7 C JaccardDiss -0.048979592 0.02131164 0
8 C MorisitaHornDiss -0.080526810 0.09006650 0
9 C BrayCurtisDiss -0.065059033 0.05670431 0
10 D JaccardDiss 0.027210884 0.32616424 0
11 D MorisitaHornDiss 0.005105450 0.88851018 0
12 D BrayCurtisDiss 0.008434437 0.77210602 0
13 E JaccardDiss -0.066666667 0.13470194 0
14 E MorisitaHornDiss -0.095237006 0.08766297 0
15 E BrayCurtisDiss -0.086136153 0.09335691 0
16 F JaccardDiss 0.048979592 0.02131164 0
17 F MorisitaHornDiss 0.070812332 0.13020623 0
18 F BrayCurtisDiss 0.059920630 0.06497971 0
19 G JaccardDiss 0.022040816 0.76450766 0
20 G MorisitaHornDiss 0.020545808 0.82369684 0
21 G BrayCurtisDiss 0.032524487 0.68064142 0
22 H JaccardDiss 0.041360544 0.46161451 0
23 H MorisitaHornDiss 0.011387456 0.83756354 0
24 H BrayCurtisDiss 0.019660543 0.70643863 0
intercept
1 -32.095238
2 -40.522856
3 -1.819232
4 160.577778
5 182.739180
6 162.475029
7 99.333333
8 162.673482
9 131.604069
10 -54.000000
11 -9.598164
12 -16.257195
13 135.000000
14 192.456862
15 174.151364
16 -97.809524
17 -141.851661
18 -119.897270
19 -43.628571
20 -40.716682
21 -64.779047
22 -82.596825
23 -22.412783
24 -39.018592
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