Dear all,
I am using coefplot to plot regression coefficients and I get the following error message "could not determine 'at'".
I tried different ways to rename the coefficients such that they are all numerical (including: rename(*.i_score = *), rename(*.i_score = +*), or rename(*.i_score *)), but always get into the same issue. Any idea? How should I specify rename such that the coefficients are 1 instead of 1.i_score, 2 instead of 2.i_score, 3 instead of 3.i_score, etc ... Thank you !
Here is my code:
eststo dif: reg dif i.i_score, nocons
coefplot dif, vertical rename(*.i_score = +) at(_coef) recast(line) lw(medthick) fcolor(*.5) ciopts(recast(rarea) fcolor(gs13) lc(gs13)) ///
name(types1, replace) ci(99) yline(0) ytitle(dif) ///
saving("$gph/dif", replace)
eststo dif: reg dif i.i_score, nocons
Here is the regression output
. eststo dif: reg dif i.i_score, nocons coeflegend
Source | SS df MS Number of obs = 205740176
-------------+---------------------------------- F(98,205740078) > 99999.00
Model | 39178662.9 98 399782.275 Prob > F = 0.0000
Residual | 259249300 205740078 1.26008167 R-squared = 0.1313
-------------+---------------------------------- Adj R-squared = 0.1313
Total | 298427963 205740176 1.45050893 Root MSE = 1.1225
------------------------------------------------------------------------------
dif | Coef. Legend
-------------+----------------------------------------------------------------
i_score |
1 | .6851037 _b[1.i_score]
2 | .6833043 _b[2.i_score]
3 | .6816613 _b[3.i_score]
4 | .677095 _b[4.i_score]
5 | .6713571 _b[5.i_score]
6 | .6641796 _b[6.i_score]
7 | .6576174 _b[7.i_score]
8 | .6490226 _b[8.i_score]
9 | .640686 _b[9.i_score]
10 | .6322079 _b[10.i_score]
11 | .6236787 _b[11.i_score]
12 | .6124259 _b[12.i_score]
13 | .6022233 _b[13.i_score]
14 | .5842316 _b[14.i_score]
15 | .5643985 _b[15.i_score]
16 | .5427588 _b[16.i_score]
17 | .517291 _b[17.i_score]
18 | .4952616 _b[18.i_score]
19 | .4673092 _b[19.i_score]
20 | .4492153 _b[20.i_score]
21 | .4330801 _b[21.i_score]
22 | .4216907 _b[22.i_score]
23 | .4175002 _b[23.i_score]
24 | .4136383 _b[24.i_score]
25 | .41196 _b[25.i_score]
26 | .4102114 _b[26.i_score]
27 | .412311 _b[27.i_score]
28 | .4106646 _b[28.i_score]
29 | .4206287 _b[29.i_score]
30 | .4234877 _b[30.i_score]
31 | .4218849 _b[31.i_score]
32 | .4413928 _b[32.i_score]
33 | .4414671 _b[33.i_score]
34 | .4497111 _b[34.i_score]
35 | .4456577 _b[35.i_score]
36 | .4523487 _b[36.i_score]
37 | .4531262 _b[37.i_score]
38 | .462381 _b[38.i_score]
39 | .4623675 _b[39.i_score]
40 | .4573392 _b[40.i_score]
41 | .459336 _b[41.i_score]
42 | .4659935 _b[42.i_score]
43 | .4195283 _b[43.i_score]
44 | .3923646 _b[44.i_score]
45 | .4264785 _b[45.i_score]
46 | .4275668 _b[46.i_score]
47 | .4080053 _b[47.i_score]
48 | .4006168 _b[48.i_score]
49 | .3709248 _b[49.i_score]
50 | .3468533 _b[50.i_score]
51 | .4031322 _b[51.i_score]
52 | .3833175 _b[52.i_score]
53 | .4158226 _b[53.i_score]
54 | .4302679 _b[54.i_score]
55 | .4415432 _b[55.i_score]
56 | .3926407 _b[56.i_score]
57 | .5021992 _b[57.i_score]
58 | .4311643 _b[58.i_score]
59 | .4031733 _b[59.i_score]
60 | .4494401 _b[60.i_score]
61 | .3291483 _b[61.i_score]
62 | .4441135 _b[62.i_score]
63 | .3602386 _b[63.i_score]
64 | .3649273 _b[64.i_score]
65 | .3962161 _b[65.i_score]
66 | .2496927 _b[66.i_score]
67 | .3107658 _b[67.i_score]
68 | .3194901 _b[68.i_score]
69 | .3998589 _b[69.i_score]
70 | .4920086 _b[70.i_score]
71 | .4591911 _b[71.i_score]
72 | .3208622 _b[72.i_score]
73 | .6793398 _b[73.i_score]
74 | .4321105 _b[74.i_score]
75 | .5703114 _b[75.i_score]
76 | .7827121 _b[76.i_score]
77 | .3548735 _b[77.i_score]
78 | .66047 _b[78.i_score]
79 | .3806015 _b[79.i_score]
80 | .2741243 _b[80.i_score]
81 | .54312 _b[81.i_score]
82 | .3517393 _b[82.i_score]
83 | .4801462 _b[83.i_score]
84 | .6171365 _b[84.i_score]
85 | .6341682 _b[85.i_score]
86 | .3996906 _b[86.i_score]
87 | .3304702 _b[87.i_score]
88 | .659016 _b[88.i_score]
89 | .9236546 _b[89.i_score]
90 | .4785199 _b[90.i_score]
91 | .4749859 _b[91.i_score]
92 | .3837018 _b[92.i_score]
93 | .5115956 _b[93.i_score]
94 | .510676 _b[94.i_score]
95 | .5101774 _b[95.i_score]
96 | 2.133209 _b[96.i_score]
97 | .2255941 _b[97.i_score]
98 | 1.277836 _b[98.i_score]
------------------------------------------------------------------------------
r; t=101.93 18:41:05
. coefplot dif, vertical keep(*.i_score) rename(*.i_score=+) at(_coef) recast(line) lw(medthick) fcolor(*.5) c
> iopts(recast(rarea) fcolor(gs13) lc(gs13)) ///
> name(types1, replace) ci(99) yline(0) ytitle(TITLE) ///
> saving("$gph/dif", replace)
(dif: could not determine 'at')
I am using coefplot to plot regression coefficients and I get the following error message "could not determine 'at'".
I tried different ways to rename the coefficients such that they are all numerical (including: rename(*.i_score = *), rename(*.i_score = +*), or rename(*.i_score *)), but always get into the same issue. Any idea? How should I specify rename such that the coefficients are 1 instead of 1.i_score, 2 instead of 2.i_score, 3 instead of 3.i_score, etc ... Thank you !
Here is my code:
eststo dif: reg dif i.i_score, nocons
coefplot dif, vertical rename(*.i_score = +) at(_coef) recast(line) lw(medthick) fcolor(*.5) ciopts(recast(rarea) fcolor(gs13) lc(gs13)) ///
name(types1, replace) ci(99) yline(0) ytitle(dif) ///
saving("$gph/dif", replace)
eststo dif: reg dif i.i_score, nocons
Here is the regression output
. eststo dif: reg dif i.i_score, nocons coeflegend
Source | SS df MS Number of obs = 205740176
-------------+---------------------------------- F(98,205740078) > 99999.00
Model | 39178662.9 98 399782.275 Prob > F = 0.0000
Residual | 259249300 205740078 1.26008167 R-squared = 0.1313
-------------+---------------------------------- Adj R-squared = 0.1313
Total | 298427963 205740176 1.45050893 Root MSE = 1.1225
------------------------------------------------------------------------------
dif | Coef. Legend
-------------+----------------------------------------------------------------
i_score |
1 | .6851037 _b[1.i_score]
2 | .6833043 _b[2.i_score]
3 | .6816613 _b[3.i_score]
4 | .677095 _b[4.i_score]
5 | .6713571 _b[5.i_score]
6 | .6641796 _b[6.i_score]
7 | .6576174 _b[7.i_score]
8 | .6490226 _b[8.i_score]
9 | .640686 _b[9.i_score]
10 | .6322079 _b[10.i_score]
11 | .6236787 _b[11.i_score]
12 | .6124259 _b[12.i_score]
13 | .6022233 _b[13.i_score]
14 | .5842316 _b[14.i_score]
15 | .5643985 _b[15.i_score]
16 | .5427588 _b[16.i_score]
17 | .517291 _b[17.i_score]
18 | .4952616 _b[18.i_score]
19 | .4673092 _b[19.i_score]
20 | .4492153 _b[20.i_score]
21 | .4330801 _b[21.i_score]
22 | .4216907 _b[22.i_score]
23 | .4175002 _b[23.i_score]
24 | .4136383 _b[24.i_score]
25 | .41196 _b[25.i_score]
26 | .4102114 _b[26.i_score]
27 | .412311 _b[27.i_score]
28 | .4106646 _b[28.i_score]
29 | .4206287 _b[29.i_score]
30 | .4234877 _b[30.i_score]
31 | .4218849 _b[31.i_score]
32 | .4413928 _b[32.i_score]
33 | .4414671 _b[33.i_score]
34 | .4497111 _b[34.i_score]
35 | .4456577 _b[35.i_score]
36 | .4523487 _b[36.i_score]
37 | .4531262 _b[37.i_score]
38 | .462381 _b[38.i_score]
39 | .4623675 _b[39.i_score]
40 | .4573392 _b[40.i_score]
41 | .459336 _b[41.i_score]
42 | .4659935 _b[42.i_score]
43 | .4195283 _b[43.i_score]
44 | .3923646 _b[44.i_score]
45 | .4264785 _b[45.i_score]
46 | .4275668 _b[46.i_score]
47 | .4080053 _b[47.i_score]
48 | .4006168 _b[48.i_score]
49 | .3709248 _b[49.i_score]
50 | .3468533 _b[50.i_score]
51 | .4031322 _b[51.i_score]
52 | .3833175 _b[52.i_score]
53 | .4158226 _b[53.i_score]
54 | .4302679 _b[54.i_score]
55 | .4415432 _b[55.i_score]
56 | .3926407 _b[56.i_score]
57 | .5021992 _b[57.i_score]
58 | .4311643 _b[58.i_score]
59 | .4031733 _b[59.i_score]
60 | .4494401 _b[60.i_score]
61 | .3291483 _b[61.i_score]
62 | .4441135 _b[62.i_score]
63 | .3602386 _b[63.i_score]
64 | .3649273 _b[64.i_score]
65 | .3962161 _b[65.i_score]
66 | .2496927 _b[66.i_score]
67 | .3107658 _b[67.i_score]
68 | .3194901 _b[68.i_score]
69 | .3998589 _b[69.i_score]
70 | .4920086 _b[70.i_score]
71 | .4591911 _b[71.i_score]
72 | .3208622 _b[72.i_score]
73 | .6793398 _b[73.i_score]
74 | .4321105 _b[74.i_score]
75 | .5703114 _b[75.i_score]
76 | .7827121 _b[76.i_score]
77 | .3548735 _b[77.i_score]
78 | .66047 _b[78.i_score]
79 | .3806015 _b[79.i_score]
80 | .2741243 _b[80.i_score]
81 | .54312 _b[81.i_score]
82 | .3517393 _b[82.i_score]
83 | .4801462 _b[83.i_score]
84 | .6171365 _b[84.i_score]
85 | .6341682 _b[85.i_score]
86 | .3996906 _b[86.i_score]
87 | .3304702 _b[87.i_score]
88 | .659016 _b[88.i_score]
89 | .9236546 _b[89.i_score]
90 | .4785199 _b[90.i_score]
91 | .4749859 _b[91.i_score]
92 | .3837018 _b[92.i_score]
93 | .5115956 _b[93.i_score]
94 | .510676 _b[94.i_score]
95 | .5101774 _b[95.i_score]
96 | 2.133209 _b[96.i_score]
97 | .2255941 _b[97.i_score]
98 | 1.277836 _b[98.i_score]
------------------------------------------------------------------------------
r; t=101.93 18:41:05
. coefplot dif, vertical keep(*.i_score) rename(*.i_score=+) at(_coef) recast(line) lw(medthick) fcolor(*.5) c
> iopts(recast(rarea) fcolor(gs13) lc(gs13)) ///
> name(types1, replace) ci(99) yline(0) ytitle(TITLE) ///
> saving("$gph/dif", replace)
(dif: could not determine 'at')

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