Hi everyone. I had a question related to bypassing this following error: insufficient observations to compute bootstrap standard errors; no results will be saved
r(2000);
One of the previous posts on this particular issue recommended the use of the -nodrop- option, but even if I use that I still get the same result. It is worth also mentioning that my data is clustered into 33 clusters of varying sizes. When I ran my logit regression with bootstraps but did not specify any clusters, this seemed to work, but I do think it is very important that I am somewhat able to include clusters since they represent geographical departments. Anyways, here is my code:
Please let me know what you think. Apologies if this is badly formatted, I am new to the forum and in a bit of a time crunch.
r(2000);
One of the previous posts on this particular issue recommended the use of the -nodrop- option, but even if I use that I still get the same result. It is worth also mentioning that my data is clustered into 33 clusters of varying sizes. When I ran my logit regression with bootstraps but did not specify any clusters, this seemed to work, but I do think it is very important that I am somewhat able to include clusters since they represent geographical departments. Anyways, here is my code:
Code:
. logit sec_comp younger_post younger_cohort hh_in hh_memb urban male i.father_educ_clean i.mot > her_educ_clean i.resi_dept, vce(bootstrap, cluster(resi_dept)) (running logit on estimation sample) Bootstrap replications (50): xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx done x: Error occurred when bootstrap executed logit. insufficient observations to compute bootstrap standard errors; no results will be saved r(2000); . logit sec_comp younger_post younger_cohort hh_in hh_memb urban male i.father_educ_clean i.mot > her_educ_clean i.resi_dept, vce(bootstrap, cluster(resi_dept) nodrop) (running logit on estimation sample) Bootstrap replications (50): xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx done x: Error occurred when bootstrap executed logit. insufficient observations to compute bootstrap standard errors; no results will be saved r(2000); . logit sec_comp younger_post younger_cohort hh_in hh_memb urban male i.father_educ_clean i.mot > her_educ_clean i.resi_dept, vce(bootstrap) (running logit on estimation sample) Bootstrap replications (50): x..x.xx..10.x..xx.xx20x..x..xx.30.x...x..xxxx....x .x50 done x: Error occurred when bootstrap executed logit. Logistic regression Number of obs = 13,626 Replications = 29 Wald chi2(28) = . Prob > chi2 = . Log likelihood = -8050.9903 Pseudo R2 = 0.1453 -------------------------------------------------------------------------------------- | Observed Bootstrap Normal-based sec_comp | coefficient std. err. z P>|z| [95% conf. interval] ---------------------+---------------------------------------------------------------- younger_post | .3225229 .077061 4.19 0.000 .171486 .4735598 younger_cohort | -.4392233 .0397712 -11.04 0.000 -.5171733 -.3612732 hh_in | .2429134 .0251573 9.66 0.000 .1936061 .2922208 hh_memb | -.1829674 .0132483 -13.81 0.000 -.2089336 -.1570011 urban | .8106458 .0309223 26.22 0.000 .7500391 .8712525 male | -.3513826 .0287996 -12.20 0.000 -.4078288 -.2949363 | father_educ_clean | Primary partial | .356788 .0615166 5.80 0.000 .2362177 .4773583 Primary complete | .637722 .0790806 8.06 0.000 .4827269 .7927171 Secondary partial | .5674029 .105006 5.40 0.000 .3615949 .7732109 Secondary complete | 1.057469 .099011 10.68 0.000 .8634114 1.251528 Technical partial | 1.060628 .6810672 1.56 0.119 -.2742392 2.395495 Technical complete | 2.418008 .6098454 3.96 0.000 1.222733 3.613283 University partial | .7927246 .6430799 1.23 0.218 -.4676889 2.053138 University complete | 1.505658 .2085458 7.22 0.000 1.096916 1.9144 | mother_educ_clean | Primary partial | .4339611 .0744824 5.83 0.000 .2879784 .5799439 Primary complete | .747999 .0784476 9.54 0.000 .5942446 .9017534 Secondary partial | .7592562 .0895665 8.48 0.000 .5837091 .9348033 Secondary complete | 1.411128 .1046602 13.48 0.000 1.205998 1.616258 Technical partial | 1.820885 .5980049 3.04 0.002 .6488167 2.992953 Technical complete | 2.013862 .4171813 4.83 0.000 1.196202 2.831523 University partial | 1.964985 .4704994 4.18 0.000 1.042823 2.887147 University complete | 1.898383 .3639793 5.22 0.000 1.184997 2.611769 | resi_dept | 8 | .1572113 .1650349 0.95 0.341 -.1662513 .4806738 11 | .7938662 .2126067 3.73 0.000 .3771647 1.210568 13 | .389389 .1567788 2.48 0.013 .0821083 .6966697 15 | .3757984 .181136 2.07 0.038 .0207783 .7308184 17 | -.1046539 .1881843 -0.56 0.578 -.4734884 .2641806 18 | -.3566946 .1198382 -2.98 0.003 -.5915732 -.121816 19 | .4435121 .1621094 2.74 0.006 .1257835 .7612406 20 | .3630252 .1690425 2.15 0.032 .0317081 .6943424 23 | .4098738 .1618056 2.53 0.011 .0927406 .7270069 25 | .3270911 .2090632 1.56 0.118 -.0826653 .7368474 27 | .3476945 .1922003 1.81 0.070 -.0290112 .7244001 41 | -.0317402 .1632329 -0.19 0.846 -.3516709 .2881904 44 | .0176467 .1699824 0.10 0.917 -.3155128 .3508061 47 | .0612929 .1475288 0.42 0.678 -.2278582 .350444 50 | .00478 .1735762 0.03 0.978 -.335423 .3449831 52 | -.0025456 .172667 -0.01 0.988 -.3409667 .3358756 54 | .1462255 .1539708 0.95 0.342 -.1555517 .4480026 63 | -.1020115 .1970536 -0.52 0.605 -.4882294 .2842065 66 | -.0157981 .1752316 -0.09 0.928 -.3592458 .3276496 68 | .5321754 .1943338 2.74 0.006 .1512882 .9130626 70 | .5118829 .1501395 3.41 0.001 .2176149 .8061509 73 | .1748099 .1417761 1.23 0.218 -.1030661 .4526859 76 | .0392129 .1940722 0.20 0.840 -.3411616 .4195875 81 | .0511738 .1564848 0.33 0.744 -.2555309 .3578784 85 | .1769258 .181233 0.98 0.329 -.1782844 .5321359 86 | .3925925 .1701294 2.31 0.021 .059145 .72604 88 | .9558104 .4958017 1.93 0.054 -.015943 1.927564 91 | .5041503 .1676043 3.01 0.003 .175652 .8326487 94 | -.6275042 .2490393 -2.52 0.012 -1.115612 -.1393962 95 | .0485914 .1893 0.26 0.797 -.3224299 .4196126 97 | .172662 .1497298 1.15 0.249 -.120803 .466127 99 | -.0859054 .1775655 -0.48 0.629 -.4339274 .2621166 | _cons | -3.769914 .4051683 -9.30 0.000 -4.564029 -2.975799 -------------------------------------------------------------------------------------- Note: One or more parameters could not be estimated in 21 bootstrap replicates; standard-error estimates include only complete replications.

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