ChemScore
/scratch/mcm/henricsn/docking-1c4u-PDB_thrombin-190406/
19.04.2006
docking of
ligands into thrombin model 1c4u with sodium
qsub
-soft -l cluster3 -l cluster2 -l cluster1 rungold.sh
parallel.sh
-prot thrombin-model2-1c4u.min.pdb -ki thrombin -id ID |tee par.log
collect_golpe.sh -ki thrombin -check
1
gold_analysis.sh -d ~/combine2go/data/thrombin/pdb/all_ligands/
-file
ranked_PDB_thrombin_120406_3D.sdf
For
all of the ligands X-ray
structures are available, but not for all of them Ki
values.
/home/henricsn/combine2go/data/thrombin/model2_180406/output-A91.dat
Data file :
/home/henricsn/combine2go/data/thrombin/model2_180406/anal/output-A91.dat
Comment : Extraction from output.dat
Number of variables = 592
Number of experiments = 28
training
set of model 2
1 |
A04.0 |
26 |
A09.0 |
5 |
A12.0 |
25 |
A12.1 |
6 |
A14.0 |
27 |
A17.0 |
29 |
A18.0 |
23 |
A19.0 |
24 |
A22.0 |
20 |
A44.0 |
19 |
A45.0 |
10 |
A46.0 |
17 |
A47.0 |
9 |
A48.0 |
28 |
A63.0 |
13 |
A68.0 |
2 |
A72.0 |
15 |
A73.0 |
14 |
A82.0 |
11 |
A84.0 |
18 |
A86.0 |
22 |
A87.0 |
21 |
A88.0 |
8 |
A89.0 |
7 |
A90.0 |
16 |
A92.0 |
4 |
A93.0 |
12 |
A94.0 |
Distributions
of experimental DG
values of these ligands where Ki values
are
available:
DGexper
Distributions
weight
Quantiles
|
|
|
100.0% |
maximum |
614,80 |
99.5% |
|
614,80 |
97.5% |
|
614,80 |
90.0% |
|
546,67 |
75.0% |
quartile |
512,14 |
50.0% |
median |
425,02 |
25.0% |
quartile |
329,13 |
10.0% |
|
253,77 |
2.5% |
|
121,16 |
0.5% |
|
121,16 |
0.0% |
minimum |
121,16 |
Moments
|
|
Mean |
412,47676 |
Std
Dev |
118,55301 |
Std
Err Mean |
20,331674 |
upper
95% Mean |
453,84186 |
lower
95% Mean |
371,11166 |
N |
34 |
netcharge
Quantiles
|
|
|
100.0% |
maximum |
2,0000 |
99.5% |
|
2,0000 |
97.5% |
|
2,0000 |
90.0% |
|
1,5000 |
75.0% |
quartile |
1,0000 |
50.0% |
median |
1,0000 |
25.0% |
quartile |
1,0000 |
10.0% |
|
0,5000 |
2.5% |
|
0,0000 |
0.5% |
|
0,0000 |
0.0% |
minimum |
0,0000 |
Moments
|
|
Mean |
1 |
Std
Dev |
0,4264014 |
Std
Err Mean |
0,0731272 |
upper
95% Mean |
1,1487785 |
lower
95% Mean |
0,8512215 |
N |
34 |
acceptors
Quantiles
|
|
|
100.0% |
maximum |
8,0000 |
99.5% |
|
8,0000 |
97.5% |
|
8,0000 |
90.0% |
|
6,0000 |
75.0% |
quartile |
6,0000 |
50.0% |
median |
5,0000 |
25.0% |
quartile |
3,0000 |
10.0% |
|
3,0000 |
2.5% |
|
1,0000 |
0.5% |
|
1,0000 |
0.0% |
minimum |
1,0000 |
Moments
|
|
Mean |
4,5 |
Std
Dev |
1,542332 |
Std
Err Mean |
0,2645077 |
upper
95% Mean |
5,0381451 |
lower
95% Mean |
3,9618549 |
N |
34 |
donors
Quantiles
|
|
|
100.0% |
maximum |
10,000 |
99.5% |
|
10,000 |
97.5% |
|
10,000 |
90.0% |
|
5,500 |
75.0% |
quartile |
5,000 |
50.0% |
median |
4,000 |
25.0% |
quartile |
3,000 |
10.0% |
|
2,000 |
2.5% |
|
2,000 |
0.5% |
|
2,000 |
0.0% |
minimum |
2,000 |
Moments
|
|
Mean |
3,9705882 |
Std
Dev |
1,604639 |
Std
Err Mean |
0,2751933 |
upper
95% Mean |
4,5304732 |
lower
95% Mean |
3,4107032 |
N |
34 |
DGexper
Quantiles
|
|
|
100.0% |
maximum |
-4,09 |
99.5% |
|
-4,09 |
97.5% |
|
-4,09 |
90.0% |
|
-5,83 |
75.0% |
quartile |
-6,70 |
50.0% |
median |
-8,23 |
25.0% |
quartile |
-11,45 |
10.0% |
|
-12,43 |
2.5% |
|
-14,71 |
0.5% |
|
-14,71 |
0.0% |
minimum |
-14,71 |
Moments
|
|
Mean |
-8,908605 |
Std
Dev |
2,7176794 |
Std
Err Mean |
0,4660782 |
upper
95% Mean |
-7,960362 |
lower
95% Mean |
-9,856848 |
N |
34 |
Min(RMSD)
Quantiles
|
|
|
100.0% |
maximum |
8,5680 |
99.5% |
|
8,5680 |
97.5% |
|
8,5680 |
90.0% |
|
7,9875 |
75.0% |
quartile |
7,0418 |
50.0% |
median |
5,8375 |
25.0% |
quartile |
2,3980 |
10.0% |
|
1,0745 |
2.5% |
|
0,9550 |
0.5% |
|
0,9550 |
0.0% |
minimum |
0,9550 |
Moments
|
|
Mean |
5,0329412 |
Std Dev |
2,5043683 |
Std Err Mean |
0,4294956 |
upper 95%
Mean |
5,9067566 |
lower 95%
Mean |
4,1591258 |
N |
34 |
Mean(RMSD)
Quantiles
|
|
|
100.0% |
maximum |
9,8773 |
99.5% |
|
9,8773 |
97.5% |
|
9,8773 |
90.0% |
|
9,4551 |
75.0% |
quartile |
8,2827 |
50.0% |
median |
7,0356 |
25.0% |
quartile |
4,4334 |
10.0% |
|
2,1415 |
2.5% |
|
1,1030 |
0.5% |
|
1,1030 |
0.0% |
minimum |
1,1030 |
Moments
|
|
Mean |
6,5351971 |
Std Dev |
2,5324983 |
Std Err Mean |
0,4343199 |
upper 95%
Mean |
7,4188275 |
lower 95%
Mean |
5,6515666 |
N |
34 |
Max(Gold_Goldscore_Fitness)
Quantiles
|
|
|
100.0% |
maximum |
76,590 |
99.5% |
|
76,590 |
97.5% |
|
76,590 |
90.0% |
|
72,651 |
75.0% |
quartile |
69,917 |
50.0% |
median |
63,606 |
25.0% |
quartile |
53,895 |
10.0% |
|
42,892 |
2.5% |
|
28,021 |
0.5% |
|
28,021 |
0.0% |
minimum |
28,021 |
Moments
|
|
Mean |
60,299506 |
Std Dev |
11,856049 |
Std Err Mean |
2,0332956 |
upper 95%
Mean |
64,436277 |
lower 95%
Mean |
56,162735 |
N |
34 |
Fit Y by X
Group
Bivariate Fit of DGexper By Min(RMSD)
Linear Fit
DGexper = -6,151888
- 0,5477348 Min(RMSD)
Summary of
Fit
|
|
RSquare |
0,254766 |
RSquare Adj |
0,231477 |
Root Mean
Square Error |
2,382466 |
Mean of
Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis of
Variance
Source |
DF |
Sum of
Squares |
Mean Square |
F Ratio |
Model |
1 |
62,09419 |
62,0942 |
10,9395 |
Error |
32 |
181,63659 |
5,6761 |
Prob > F |
C. Total |
33 |
243,73078 |
|
0,0023 |
Parameter
Estimates
Term |
|
Estimate |
Std Error |
t Ratio |
Prob>|t| |
Intercept |
|
-6,151888 |
0,928239 |
-6,63 |
<,0001 |
Min(RMSD) |
|
-0,547735 |
0,165604 |
-3,31 |
0,0023 |
Bivariate Fit of DGexper By Mean(RMSD)
Linear Fit
DGexper = -4,86089
- 0,6193715 Mean(RMSD)
Summary of
Fit
|
|
RSquare |
0,333123 |
RSquare Adj |
0,312283 |
Root Mean
Square Error |
2,253736 |
Mean of
Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis of
Variance
Source |
DF |
Sum of
Squares |
Mean Square |
F Ratio |
Model |
1 |
81,19229 |
81,1923 |
15,9848 |
Error |
32 |
162,53849 |
5,0793 |
Prob > F |
C. Total |
33 |
243,73078 |
|
0,0004 |
Parameter
Estimates
Term |
|
Estimate |
Std Error |
t Ratio |
Prob>|t| |
Intercept |
|
-4,86089 |
1,08368 |
-4,49 |
<,0001 |
Mean(RMSD) |
|
-0,619372 |
0,154916 |
-4,00 |
0,0004 |
Bivariate Fit of DGexper By weight
Linear Fit
DGexper = -2,847922
- 0,0146934 weight
Summary of
Fit
|
|
RSquare |
0,41084 |
RSquare Adj |
0,392429 |
Root Mean
Square Error |
2,118345 |
Mean of
Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis of
Variance
Source |
DF |
Sum of
Squares |
Mean Square |
F Ratio |
Model |
1 |
100,13438 |
100,134 |
22,3146 |
Error |
32 |
143,59640 |
4,487 |
Prob > F |
C. Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std Error |
t Ratio |
Prob>|t| |
Intercept |
|
-2,847922 |
1,333443 |
-2,14 |
0,0404 |
weight |
|
-0,014693 |
0,00311 |
-4,72 |
<,0001 |
Best
ranked docking solution
Fit
Y by X Group
Bivariate
Fit of DGexper By LV1
Linear
Fit
DGexper
= -7,074968 + 0,2501085 LV1
Summary
of Fit
|
|
RSquare |
0,011175 |
RSquare
Adj |
-0,01973 |
Root
Mean Square Error |
2,744352 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
2,72373 |
2,72373 |
0,3616 |
Error |
32 |
241,00705 |
7,53147 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,5518 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-7,074968 |
3,085205 |
-2,29 |
0,0286 |
LV1 |
|
0,2501085 |
0,415897 |
0,60 |
0,5518 |
Bivariate
Fit of DGexper By LV2
Linear
Fit
DGexper
= 0,0094546 + 1,1783245 LV2
Summary
of Fit
|
|
RSquare |
0,36234 |
RSquare
Adj |
0,342413 |
Root
Mean Square Error |
2,203813 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
88,31339 |
88,3134 |
18,1835 |
Error |
32 |
155,41739 |
4,8568 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,0002 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
0,0094546 |
2,125252 |
0,00 |
0,9965 |
LV2 |
|
1,1783245 |
0,276329 |
4,26 |
0,0002 |
Bivariate
Fit of DGexper By LV3
Linear
Fit
DGexper
= -0,318649 + 1,1983989 LV3
Summary
of Fit
|
|
RSquare |
0,388462 |
RSquare
Adj |
0,369351 |
Root
Mean Square Error |
2,158202 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
94,68010 |
94,6801 |
20,3271 |
Error |
32 |
149,05068 |
4,6578 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-0,318649 |
1,940876 |
-0,16 |
0,8706 |
LV3 |
|
1,1983989 |
0,265806 |
4,51 |
<,0001 |
Bivariate
Fit of DGexper By LV4
Linear
Fit
DGexper
= -0,836302 + 1,2024431 LV4
Summary
of Fit
|
|
RSquare |
0,33502 |
RSquare
Adj |
0,314239 |
Root
Mean Square Error |
2,250528 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
81,65472 |
81,6547 |
16,1218 |
Error |
32 |
162,07607 |
5,0649 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,0003 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-0,836302 |
2,047154 |
-0,41 |
0,6856 |
LV4 |
|
1,2024431 |
0,299473 |
4,02 |
0,0003 |
Bivariate
Fit of DGexper By RMSD
Linear
Fit
DGexper
=
-5,965335 - 0,4671006 RMSD
Summary
of Fit
|
|
RSquare |
0,272918 |
RSquare
Adj |
0,250197 |
Root
Mean Square Error |
2,35327 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
66,51858 |
66,5186 |
12,0116 |
Error |
32 |
177,21220 |
5,5379 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,0015 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-5,965335 |
0,940259 |
-6,34 |
<,0001 |
RMSD |
|
-0,467101 |
0,134775 |
-3,47 |
0,0015 |
Bivariate
Fit of DGexper By Gold_Goldscore_Fitness
Linear
Fit
DGexper
= -6,378449 - 0,0419598 Gold_Goldscore_Fitness
Summary
of Fit
|
|
RSquare |
0,033508 |
RSquare
Adj |
0,003305 |
Root
Mean Square Error |
2,713184 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
8,16697 |
8,16697 |
1,1094 |
Error |
32 |
235,56381 |
7,36137 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,3001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-6,378449 |
2,446779 |
-2,61 |
0,0138 |
Gold_Goldscore_Fitness |
|
-0,04196 |
0,039837 |
-1,05 |
0,3001 |
Min
of ten docking solutions
(Fitness: max)
Fit
Y by X Group
Bivariate
Fit of Min(DGexper) By Min(LV1)
Linear
Fit
Min(DGexper)
= 0,1669294 + 1,0466462 Min(LV1)
Summary
of Fit
|
|
RSquare |
0,291524 |
RSquare
Adj |
0,269384 |
Root
Mean Square Error |
2,322966 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
71,05334 |
71,0533 |
13,1674 |
Error |
32 |
172,67744 |
5,3962 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,0010 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
0,1669294 |
2,532582 |
0,07 |
0,9479 |
Min(LV1) |
|
1,0466462 |
0,288437 |
3,63 |
0,0010 |
Bivariate
Fit of Min(DGexper) By Min(LV2)
Linear
Fit
Min(DGexper)
= 0,181314 + 1,0370843 Min(LV2)
Summary
of Fit
|
|
RSquare |
0,51786 |
RSquare
Adj |
0,502793 |
Root
Mean Square Error |
1,916315 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
126,21834 |
126,218 |
34,3707 |
Error |
32 |
117,51244 |
3,672 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
0,181314 |
1,584926 |
0,11 |
0,9096 |
Min(LV2) |
|
1,0370843 |
0,176897 |
5,86 |
<,0001 |
Bivariate
Fit of Min(DGexper) By Min(LV3)
Linear
Fit
Min(DGexper)
= 0,5047453 + 1,1095615 Min(LV3)
Summary
of Fit
|
|
RSquare |
0,544489 |
RSquare
Adj |
0,530254 |
Root
Mean Square Error |
1,862643 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
132,70868 |
132,709 |
38,2507 |
Error |
32 |
111,02210 |
3,469 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
0,5047453 |
1,555194 |
0,32 |
0,7476 |
Min(LV3) |
|
1,1095615 |
0,179404 |
6,18 |
<,0001 |
Bivariate
Fit of Min(DGexper) By Min(LV4)
Linear
Fit
Min(DGexper)
= 0,4591954 + 1,1667976 Min(LV4)
Summary
of Fit
|
|
RSquare |
0,530418 |
RSquare
Adj |
0,515744 |
Root
Mean Square Error |
1,891193 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
129,27923 |
129,279 |
36,1457 |
Error |
32 |
114,45155 |
3,577 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
0,4591954 |
1,591548 |
0,29 |
0,7748 |
Min(LV4) |
|
1,1667976 |
0,194074 |
6,01 |
<,0001 |
Bivariate
Fit of Min(DGexper) By Min(RMSD)
Linear
Fit
Min(DGexper)
= -6,151888 - 0,5477348 Min(RMSD)
Summary
of Fit
|
|
RSquare |
0,254766 |
RSquare
Adj |
0,231477 |
Root
Mean Square Error |
2,382466 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
62,09419 |
62,0942 |
10,9395 |
Error |
32 |
181,63659 |
5,6761 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,0023 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-6,151888 |
0,928239 |
-6,63 |
<,0001 |
Min(RMSD) |
|
-0,547735 |
0,165604 |
-3,31 |
0,0023 |
Bivariate
Fit of Min(DGexper) By Max(Gold_Goldscore_Fitness)
Linear
Fit
Min(DGexper) = -6,378449 - 0,0419598 Max(Gold_Goldscore_Fitness)
Summary
of Fit
|
|
RSquare |
0,033508 |
RSquare
Adj |
0,003305 |
Root
Mean Square Error |
2,713184 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
8,16697 |
8,16697 |
1,1094 |
Error |
32 |
235,56381 |
7,36137 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,3001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-6,378449 |
2,446779 |
-2,61 |
0,0138 |
Max(Gold_Goldscore_Fitness) |
|
-0,04196 |
0,039837 |
-1,05 |
0,3001 |
Mean
of ten docking solutions
Fit
Y by X Group
Bivariate
Fit of Mean(DGexper) By Mean(LV1)
Linear
Fit
Mean(DGexper) = -1,224947 + 1,0568422
Mean(LV1)
Summary
of Fit
|
|
RSquare |
0,061621 |
RSquare
Adj |
0,032296 |
Root
Mean Square Error |
2,673434 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
15,01884 |
15,0188 |
2,1013 |
Error |
32 |
228,71194 |
7,1472 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,1569 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-1,224947 |
5,320321 |
-0,23 |
0,8194 |
Mean(LV1) |
|
1,0568422 |
0,729057 |
1,45 |
0,1569 |
Bivariate
Fit of Mean(DGexper) By Mean(LV2)
Linear
Fit
Mean(DGexper) = 1,7469205 + 1,4184636
Mean(LV2)
Summary
of Fit
|
|
RSquare |
0,437777 |
RSquare
Adj |
0,420207 |
Root
Mean Square Error |
2,069353 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
106,69972 |
106,700 |
24,9169 |
Error |
32 |
137,03106 |
4,282 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
1,7469205 |
2,163955 |
0,81 |
0,4255 |
Mean(LV2) |
|
1,4184636 |
0,284165 |
4,99 |
<,0001 |
Bivariate
Fit of Mean(DGexper) By Mean(LV3)
Linear
Fit
Mean(DGexper) = 2,2690182 + 1,5637216
Mean(LV3)
Summary
of Fit
|
|
RSquare |
0,485417 |
RSquare
Adj |
0,469336 |
Root
Mean Square Error |
1,979739 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
118,31109 |
118,311 |
30,1863 |
Error |
32 |
125,41969 |
3,919 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
2,2690182 |
2,062575 |
1,10 |
0,2795 |
Mean(LV3) |
|
1,5637216 |
0,284613 |
5,49 |
<,0001 |
Bivariate
Fit of Mean(DGexper) By Mean(LV4)
Linear
Fit
Mean(DGexper) = 3,7718021 + 1,9178728
Mean(LV4)
Summary
of Fit
|
|
RSquare |
0,543468 |
RSquare
Adj |
0,529202 |
Root
Mean Square Error |
1,864729 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
132,45994 |
132,460 |
38,0937 |
Error |
32 |
111,27084 |
3,477 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
3,7718021 |
2,079243 |
1,81 |
0,0791 |
Mean(LV4) |
|
1,9178728 |
0,310737 |
6,17 |
<,0001 |
Bivariate
Fit of Mean(DGexper) By Mean(RMSD)
Linear
Fit
Mean(DGexper) = -4,86089 - 0,6193715
Mean(RMSD)
Summary
of Fit
|
|
RSquare |
0,333123 |
RSquare
Adj |
0,312283 |
Root
Mean Square Error |
2,253736 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
81,19229 |
81,1923 |
15,9848 |
Error |
32 |
162,53849 |
5,0793 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,0004 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-4,86089 |
1,08368 |
-4,49 |
<,0001 |
Mean(RMSD) |
|
-0,619372 |
0,154916 |
-4,00 |
0,0004 |
Bivariate
Fit of Mean(DGexper) By Mean(Gold_Goldscore_Fitness)
Linear
Fit
Mean(DGexper) = -9,379056 + 0,0089236 Mean(Gold_Goldscore_Fitness)
Summary
of Fit
|
|
RSquare |
0,002076 |
RSquare
Adj |
-0,02911 |
Root
Mean Square Error |
2,756951 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
0,50592 |
0,50592 |
0,0666 |
Error |
32 |
243,22486 |
7,60078 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,7981 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-9,379056 |
1,883788 |
-4,98 |
<,0001 |
Mean(Gold_Goldscore_Fitness) |
|
0,0089236 |
0,034588 |
0,26 |
0,7981 |
Median
of ten docking solutions
Fit
Y by X Group
Bivariate
Fit of Median(DGexper) By Median(LV1)
Linear
Fit
Median(DGexper) = -5,061685 + 0,5358369
Median(LV1)
Summary
of Fit
|
|
RSquare |
0,021293 |
RSquare
Adj |
-0,00929 |
Root
Mean Square Error |
2,730276 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
5,18980 |
5,18980 |
0,6962 |
Error |
32 |
238,54098 |
7,45441 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,4102 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-5,061685 |
4,634175 |
-1,09 |
0,2829 |
Median(LV1) |
|
0,5358369 |
0,64219 |
0,83 |
0,4102 |
Bivariate
Fit of Median(DGexper) By Median(LV2)
Linear
Fit
Median(DGexper) = 0,8062109 + 1,2909077
Median(LV2)
Summary
of Fit
|
|
RSquare |
0,395203 |
RSquare
Adj |
0,376303 |
Root
Mean Square Error |
2,146273 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
96,32318 |
96,3232 |
20,9103 |
Error |
32 |
147,40760 |
4,6065 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
0,8062109 |
2,156138 |
0,37 |
0,7109 |
Median(LV2) |
|
1,2909077 |
0,282303 |
4,57 |
<,0001 |
Bivariate
Fit of Median(DGexper) By Median(LV3)
Linear
Fit
Median(DGexper) = 0,3770875 + 1,300142
Median(LV3)
Summary
of Fit
|
|
RSquare |
0,395299 |
RSquare
Adj |
0,376402 |
Root
Mean Square Error |
2,146103 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
96,34646 |
96,3465 |
20,9187 |
Error |
32 |
147,38432 |
4,6058 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
0,3770875 |
2,06333 |
0,18 |
0,8561 |
Median(LV3) |
|
1,300142 |
0,284265 |
4,57 |
<,0001 |
Bivariate
Fit of Median(DGexper) By Median(LV4)
Linear
Fit
Median(DGexper) = 1,6689262 + 1,6107181
Median(LV4)
Summary
of Fit
|
|
RSquare |
0,430595 |
RSquare
Adj |
0,412801 |
Root
Mean Square Error |
2,082527 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
104,94933 |
104,949 |
24,1990 |
Error |
32 |
138,78145 |
4,337 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
<,0001 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
1,6689262 |
2,179691 |
0,77 |
0,4495 |
Median(LV4) |
|
1,6107181 |
0,327431 |
4,92 |
<,0001 |
Bivariate
Fit of Median(DGexper) By Median(RMSD)
Linear
Fit
Median(DGexper) = -5,111638 - 0,5694663
Median(RMSD)
Summary
of Fit
|
|
RSquare |
0,291076 |
RSquare
Adj |
0,268922 |
Root
Mean Square Error |
2,323701 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
70,94408 |
70,9441 |
13,1388 |
Error |
32 |
172,78670 |
5,3996 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,0010 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-5,111638 |
1,120755 |
-4,56 |
<,0001 |
Median(RMSD) |
|
-0,569466 |
0,157105 |
-3,62 |
0,0010 |
Bivariate
Fit of Median(DGexper) By Median(Gold_Goldscore_Fitness)
Linear
Fit
Median(DGexper) = -8,983124 + 0,0014076
Median(Gold_Goldscore_Fitness)
Summary
of Fit
|
|
RSquare |
5,266e-5 |
RSquare
Adj |
-0,0312 |
Root
Mean Square Error |
2,759744 |
Mean
of Response |
-8,9086 |
Observations
(or Sum Wgts) |
34 |
Analysis
of Variance
Source |
DF |
Sum
of Squares |
Mean
Square |
F
Ratio |
Model |
1 |
0,01283 |
0,01283 |
0,0017 |
Error |
32 |
243,71795 |
7,61619 |
Prob
> F |
C.
Total |
33 |
243,73078 |
|
0,9675 |
Parameter
Estimates
Term |
|
Estimate |
Std
Error |
t
Ratio |
Prob>|t| |
Intercept |
|
-8,983124 |
1,875979 |
-4,79 |
<,0001 |
Median(Gold_Goldscore_Fitness) |
|
0,0014076 |
0,034289 |
0,04 |
0,9675 |