CRAN Package Check Results for Package tidySEM

Last updated on 2026-08-01 05:56:18 CEST.

Flavor	Version	Tinstall	Tcheck	Ttotal	Status	Flags
r-devel-linux-x86_64-debian-clang	0.2.10	31.02	567.52	598.54	NOTE
r-devel-linux-x86_64-debian-gcc	0.2.10	19.50	368.09	387.59	NOTE
r-devel-linux-x86_64-fedora-clang	0.2.10	52.00	555.88	607.88	ERROR
r-devel-linux-x86_64-fedora-gcc	0.2.10	20.00	304.23	324.23	ERROR
r-devel-windows-x86_64	0.2.10	35.00	479.00	514.00	NOTE
r-patched-linux-x86_64	0.2.10	29.09	510.34	539.43	OK
r-release-linux-x86_64	0.2.10	29.53	508.08	537.61	OK
r-release-macos-arm64	0.2.10	7.00	124.00	131.00	OK
r-release-macos-x86_64	0.2.10	20.00	566.00	586.00	OK
r-release-windows-x86_64	0.2.10	33.00	491.00	524.00	OK
r-oldrel-macos-arm64	0.2.10	7.00	112.00	119.00	OK
r-oldrel-macos-x86_64	0.2.10	20.00	287.00	307.00	OK
r-oldrel-windows-x86_64	0.2.10	48.00	690.00	738.00	OK

Additional issues

M1mac

Check Details

Version: 0.2.10
Check: R code for possible problems
Result: NOTE Found calls to structure() using deprecated special names: tidySEM/tests/testthat/test-openmx_binary.R (.Dim: 4) tidySEM/tests/testthat/test-openmx_ordinal.R (.Dim: 1) tidySEM/tests/testthat/test-openmx_ordinal_and_cont.R (.Dim: 2) tidySEM/tests/testthat/test-openmx_ordinal_methods.R (.Dim: 4, .Dimnames: 2) tidySEM/inst/doc/Plotting_graphs.R (.Label: 3) '.Dim' should be changed to 'dim'. '.Dimnames' should be changed to 'dimnames'. '.Label' should be changed to 'levels'. Flavors: r-devel-linux-x86_64-debian-clang, r-devel-linux-x86_64-debian-gcc, r-devel-linux-x86_64-fedora-clang, r-devel-linux-x86_64-fedora-gcc, r-devel-windows-x86_64

Version: 0.2.10
Check: for new files in some other directories
Result: NOTE Found the following files/directories: ‘~/tmp/scratch/Rtmp0SKntg’ ‘~/tmp/scratch/Rtmp0YWdY3’ ‘~/tmp/scratch/Rtmp18oxDw’ ‘~/tmp/scratch/Rtmp1TEArI’ ‘~/tmp/scratch/Rtmp1fI5oX’ ‘~/tmp/scratch/Rtmp1foIoh’ ‘~/tmp/scratch/Rtmp1jkWOI’ ‘~/tmp/scratch/Rtmp1uZYN3’ ‘~/tmp/scratch/Rtmp2C1rxb’ ‘~/tmp/scratch/Rtmp2LR72d’ ‘~/tmp/scratch/Rtmp3ZSkLu’ ‘~/tmp/scratch/Rtmp3cqKjg’ ‘~/tmp/scratch/Rtmp3sro3L’ ‘~/tmp/scratch/Rtmp4MiRJK’ ‘~/tmp/scratch/Rtmp4PDRec’ ‘~/tmp/scratch/Rtmp4pdkQD’ ‘~/tmp/scratch/Rtmp5KKrsL’ ‘~/tmp/scratch/Rtmp5rEmwU’ ‘~/tmp/scratch/Rtmp5uVCzU’ ‘~/tmp/scratch/Rtmp5vpgfi’ ‘~/tmp/scratch/Rtmp5x0GC6’ ‘~/tmp/scratch/Rtmp6zTB9R’ ‘~/tmp/scratch/Rtmp7JiZTM’ ‘~/tmp/scratch/Rtmp7KT8yo’ ‘~/tmp/scratch/Rtmp7yJOuP’ ‘~/tmp/scratch/Rtmp84nPqH’ ‘~/tmp/scratch/Rtmp8Hykgr’ ‘~/tmp/scratch/Rtmp8QYLlH’ ‘~/tmp/scratch/Rtmp8qZwkK’ ‘~/tmp/scratch/Rtmp9EWvPA’ ‘~/tmp/scratch/Rtmp9ooavM’ ‘~/tmp/scratch/RtmpAG9H64’ ‘~/tmp/scratch/RtmpARDVWd’ ‘~/tmp/scratch/RtmpB2Zypi’ ‘~/tmp/scratch/RtmpB6RMbM’ ‘~/tmp/scratch/RtmpBKe2V0’ ‘~/tmp/scratch/RtmpBPXBnR’ ‘~/tmp/scratch/RtmpBueISP’ ‘~/tmp/scratch/RtmpCBCgob’ ‘~/tmp/scratch/RtmpCNKsZV’ ‘~/tmp/scratch/RtmpCWBFTf’ ‘~/tmp/scratch/RtmpCpdXzM’ ‘~/tmp/scratch/RtmpDc7pPk’ ‘~/tmp/scratch/RtmpDjILyV’ ‘~/tmp/scratch/RtmpEidSlm’ ‘~/tmp/scratch/RtmpFXzb0n’ ‘~/tmp/scratch/RtmpFd0jri’ ‘~/tmp/scratch/RtmpGvQA5I’ ‘~/tmp/scratch/RtmpH6DYUW’ ‘~/tmp/scratch/RtmpHfInfQ’ ‘~/tmp/scratch/RtmpI2Z7Lg’ ‘~/tmp/scratch/RtmpIeaEmR’ ‘~/tmp/scratch/RtmpIkxqS6’ ‘~/tmp/scratch/RtmpIq9eWe’ ‘~/tmp/scratch/RtmpIyzNA0’ ‘~/tmp/scratch/RtmpJ9Mo0s’ ‘~/tmp/scratch/RtmpJSvER7’ ‘~/tmp/scratch/RtmpJyZze5’ ‘~/tmp/scratch/RtmpK4iwY8’ ‘~/tmp/scratch/RtmpK5Pwc6’ ‘~/tmp/scratch/RtmpL8N3zz’ ‘~/tmp/scratch/RtmpLpPy8K’ ‘~/tmp/scratch/RtmpLwZbTw’ ‘~/tmp/scratch/RtmpMDtPS4’ ‘~/tmp/scratch/RtmpMvtGZY’ ‘~/tmp/scratch/RtmpNgQdXa’ ‘~/tmp/scratch/RtmpONyBbj’ ‘~/tmp/scratch/RtmpOTcGQB’ ‘~/tmp/scratch/RtmpOtPulm’ ‘~/tmp/scratch/RtmpPxGMsA’ ‘~/tmp/scratch/RtmpQkwK8N’ ‘~/tmp/scratch/RtmpQnR6X6’ ‘~/tmp/scratch/RtmpRKlwRs’ ‘~/tmp/scratch/RtmpRWd8uI’ ‘~/tmp/scratch/RtmpRvXmOw’ ‘~/tmp/scratch/RtmpS6Fk2m’ ‘~/tmp/scratch/RtmpSxT8Ov’ ‘~/tmp/scratch/RtmpTBv8gs’ ‘~/tmp/scratch/RtmpTFHE5h’ ‘~/tmp/scratch/RtmpTdVqzx’ ‘~/tmp/scratch/RtmpTfUEoY’ ‘~/tmp/scratch/RtmpTgA7o0’ ‘~/tmp/scratch/RtmpUexcRB’ ‘~/tmp/scratch/RtmpV7VMRE’ ‘~/tmp/scratch/RtmpVQZaRO’ ‘~/tmp/scratch/RtmpVY5dDv’ ‘~/tmp/scratch/RtmpW7p2aV’ ‘~/tmp/scratch/RtmpWKpRtc’ ‘~/tmp/scratch/RtmpWNF66c’ ‘~/tmp/scratch/RtmpWRQQy5’ ‘~/tmp/scratch/RtmpWf6SlM’ ‘~/tmp/scratch/RtmpXpoIlf’ ‘~/tmp/scratch/RtmpY14Hkl’ ‘~/tmp/scratch/RtmpYHnDkF’ ‘~/tmp/scratch/RtmpYM1Vut’ ‘~/tmp/scratch/RtmpZQwj2B’ ‘~/tmp/scratch/Rtmpa7nZiJ’ ‘~/tmp/scratch/RtmpaG9C3S’ ‘~/tmp/scratch/Rtmpb6XUt7’ ‘~/tmp/scratch/RtmpbiPQby’ ‘~/tmp/scratch/Rtmpc3MuNr’ ‘~/tmp/scratch/RtmpcXX0hp’ ‘~/tmp/scratch/Rtmpe7BQ2K’ ‘~/tmp/scratch/RtmpePC3Zp’ ‘~/tmp/scratch/RtmpeeqlIm’ ‘~/tmp/scratch/RtmpehK8rx’ ‘~/tmp/scratch/Rtmpf3oNCj’ ‘~/tmp/scratch/Rtmpf4VlIz’ ‘~/tmp/scratch/RtmpfPNlDR’ ‘~/tmp/scratch/Rtmph3S5n7’ ‘~/tmp/scratch/Rtmph5HHk1’ ‘~/tmp/scratch/RtmphNoSGX’ ‘~/tmp/scratch/RtmphdphHm’ ‘~/tmp/scratch/Rtmphq2fWv’ ‘~/tmp/scratch/Rtmphs9CTa’ ‘~/tmp/scratch/RtmpiJmUzf’ ‘~/tmp/scratch/RtmpiLMrB2’ ‘~/tmp/scratch/RtmpiVn6kA’ ‘~/tmp/scratch/RtmpjC46iC’ ‘~/tmp/scratch/RtmpjPKfsz’ ‘~/tmp/scratch/RtmpjaziC6’ ‘~/tmp/scratch/RtmpjdMYyH’ ‘~/tmp/scratch/Rtmpjqzbw5’ ‘~/tmp/scratch/RtmpjsnYN4’ ‘~/tmp/scratch/Rtmpk728e6’ ‘~/tmp/scratch/RtmpkAmHwe’ ‘~/tmp/scratch/RtmpkESVA7’ ‘~/tmp/scratch/RtmpkyFuzd’ ‘~/tmp/scratch/RtmpkztbVN’ ‘~/tmp/scratch/Rtmpl1R3P4’ ‘~/tmp/scratch/Rtmpl51FYl’ ‘~/tmp/scratch/RtmplNxdaF’ ‘~/tmp/scratch/RtmpmwzUTz’ ‘~/tmp/scratch/Rtmpn6r80C’ ‘~/tmp/scratch/RtmpnFp2dC’ ‘~/tmp/scratch/RtmpnPEolh’ ‘~/tmp/scratch/RtmpnwsxC3’ ‘~/tmp/scratch/RtmpofZhn0’ ‘~/tmp/scratch/Rtmpp95rYX’ ‘~/tmp/scratch/RtmppNluoT’ ‘~/tmp/scratch/RtmppxYRXJ’ ‘~/tmp/scratch/RtmpqJexGD’ ‘~/tmp/scratch/RtmpqdlmNc’ ‘~/tmp/scratch/RtmprgZdb8’ ‘~/tmp/scratch/RtmprwvjcQ’ ‘~/tmp/scratch/RtmpsVPgsQ’ ‘~/tmp/scratch/Rtmpu3fJTD’ ‘~/tmp/scratch/RtmpuKF0RG’ ‘~/tmp/scratch/RtmpuWa9HU’ ‘~/tmp/scratch/RtmpvCDhdI’ ‘~/tmp/scratch/RtmpvQ8dCy’ ‘~/tmp/scratch/RtmpvY03Kv’ ‘~/tmp/scratch/RtmpvqXQPF’ ‘~/tmp/scratch/Rtmpvwilkj’ ‘~/tmp/scratch/RtmpwVVGFL’ ‘~/tmp/scratch/Rtmpwc5aBo’ ‘~/tmp/scratch/RtmpweLeCL’ ‘~/tmp/scratch/RtmpwgnzSG’ ‘~/tmp/scratch/RtmpxhV8SG’ ‘~/tmp/scratch/Rtmpxng93q’ ‘~/tmp/scratch/Rtmpy9K0Mp’ ‘~/tmp/scratch/RtmpyCS6n0’ ‘~/tmp/scratch/RtmpyI5w5q’ ‘~/tmp/scratch/RtmpyIrCgm’ ‘~/tmp/scratch/Rtmpz4NcUc’ ‘~/tmp/scratch/RtmpzEXAlJ’ ‘~/tmp/scratch/RtmpzVTNSX’ ‘~/tmp/scratch/Rtmpzbm2YB’ ‘~/tmp/scratch/xvfb-run.0ibBNR’ ‘~/tmp/scratch/xvfb-run.1jnxtt’ ‘~/tmp/scratch/xvfb-run.2XM1qG’ ‘~/tmp/scratch/xvfb-run.3wZHqZ’ ‘~/tmp/scratch/xvfb-run.47t1g3’ ‘~/tmp/scratch/xvfb-run.7er3kb’ ‘~/tmp/scratch/xvfb-run.8pwbdH’ ‘~/tmp/scratch/xvfb-run.94M2Nk’ ‘~/tmp/scratch/xvfb-run.9EZKP4’ ‘~/tmp/scratch/xvfb-run.AEp1z2’ ‘~/tmp/scratch/xvfb-run.BMsRMx’ ‘~/tmp/scratch/xvfb-run.Bjc6lI’ ‘~/tmp/scratch/xvfb-run.EaDfbS’ ‘~/tmp/scratch/xvfb-run.EcgvvV’ ‘~/tmp/scratch/xvfb-run.EgDWeN’ ‘~/tmp/scratch/xvfb-run.F1MafR’ ‘~/tmp/scratch/xvfb-run.GYgHHi’ ‘~/tmp/scratch/xvfb-run.Gbwmgr’ ‘~/tmp/scratch/xvfb-run.IikVIu’ ‘~/tmp/scratch/xvfb-run.Iiphzl’ ‘~/tmp/scratch/xvfb-run.Iu82GD’ ‘~/tmp/scratch/xvfb-run.Iz8WH4’ ‘~/tmp/scratch/xvfb-run.JVzhQj’ ‘~/tmp/scratch/xvfb-run.L8wmPu’ ‘~/tmp/scratch/xvfb-run.MgOyYK’ ‘~/tmp/scratch/xvfb-run.QAszy4’ ‘~/tmp/scratch/xvfb-run.QcBy9h’ ‘~/tmp/scratch/xvfb-run.QcL31s’ ‘~/tmp/scratch/xvfb-run.QlyEwo’ ‘~/tmp/scratch/xvfb-run.R0dBHw’ ‘~/tmp/scratch/xvfb-run.T6FWeb’ ‘~/tmp/scratch/xvfb-run.TEeifQ’ ‘~/tmp/scratch/xvfb-run.TMmoxh’ ‘~/tmp/scratch/xvfb-run.W6L3z7’ ‘~/tmp/scratch/xvfb-run.X0BbOx’ ‘~/tmp/scratch/xvfb-run.XkH5rU’ ‘~/tmp/scratch/xvfb-run.XpHxdF’ ‘~/tmp/scratch/xvfb-run.YFhygX’ ‘~/tmp/scratch/xvfb-run.aE78P7’ ‘~/tmp/scratch/xvfb-run.b7ZGlK’ ‘~/tmp/scratch/xvfb-run.behchr’ ‘~/tmp/scratch/xvfb-run.cMoYzz’ ‘~/tmp/scratch/xvfb-run.cXYN1K’ ‘~/tmp/scratch/xvfb-run.eGd6ZK’ ‘~/tmp/scratch/xvfb-run.fJTs0f’ ‘~/tmp/scratch/xvfb-run.fKofoV’ ‘~/tmp/scratch/xvfb-run.gMtg5q’ ‘~/tmp/scratch/xvfb-run.glpcGa’ ‘~/tmp/scratch/xvfb-run.hDLdCi’ ‘~/tmp/scratch/xvfb-run.hKyGWj’ ‘~/tmp/scratch/xvfb-run.hYEeSi’ ‘~/tmp/scratch/xvfb-run.hYJmYK’ ‘~/tmp/scratch/xvfb-run.isGlrx’ ‘~/tmp/scratch/xvfb-run.k7Goo0’ ‘~/tmp/scratch/xvfb-run.kZB3F8’ ‘~/tmp/scratch/xvfb-run.lEgs5H’ ‘~/tmp/scratch/xvfb-run.ll1Uh5’ ‘~/tmp/scratch/xvfb-run.mO7pwz’ ‘~/tmp/scratch/xvfb-run.mVOohv’ ‘~/tmp/scratch/xvfb-run.oBPvIU’ ‘~/tmp/scratch/xvfb-run.ophnbt’ ‘~/tmp/scratch/xvfb-run.q2H5kd’ ‘~/tmp/scratch/xvfb-run.qQEB7W’ ‘~/tmp/scratch/xvfb-run.qU79zg’ ‘~/tmp/scratch/xvfb-run.qczkKd’ ‘~/tmp/scratch/xvfb-run.rDB4xT’ ‘~/tmp/scratch/xvfb-run.rjwbOs’ ‘~/tmp/scratch/xvfb-run.rl6ZNZ’ ‘~/tmp/scratch/xvfb-run.rvUnWN’ ‘~/tmp/scratch/xvfb-run.sn4QGo’ ‘~/tmp/scratch/xvfb-run.uTmvML’ ‘~/tmp/scratch/xvfb-run.vC9POH’ ‘~/tmp/scratch/xvfb-run.vm4eKf’ ‘~/tmp/scratch/xvfb-run.wkRx61’ ‘~/tmp/scratch/xvfb-run.wySkcp’ ‘~/tmp/scratch/xvfb-run.xLf1lN’ ‘~/tmp/scratch/xvfb-run.yEA059’ ‘~/tmp/scratch/xvfb-run.yguQsu’ ‘~/tmp/scratch/xvfb-run.z4phRj’ ‘/dev/shm/listcols’ ‘/dev/shm/listcols/buffers’ ‘/dev/shm/listcols/buffers/data’ ‘/dev/shm/listcols/buffers/data/a’ ‘/dev/shm/listcols/buffers/data/b’ ‘/dev/shm/listcols/buffers/data/c’ ‘/dev/shm/mtcars’ ‘/dev/shm/mtcars/buffers’ ‘/dev/shm/mtcars/buffers/data’ ‘/dev/shm/mtcars/buffers/data/__tiledb_rows’ ‘/dev/shm/mtcars/buffers/data/am’ ‘/dev/shm/mtcars/buffers/data/carb’ ‘/dev/shm/mtcars/buffers/data/cyl’ ‘/dev/shm/mtcars/buffers/data/disp’ ‘/dev/shm/mtcars/buffers/data/drat’ ‘/dev/shm/mtcars/buffers/data/gear’ ‘/dev/shm/mtcars/buffers/data/hp’ ‘/dev/shm/mtcars/buffers/data/mpg’ ‘/dev/shm/mtcars/buffers/data/qsec’ ‘/dev/shm/mtcars/buffers/data/vs’ ‘/dev/shm/mtcars/buffers/data/wt’ ‘/dev/shm/penguins’ ‘/dev/shm/penguins/buffers’ ‘/dev/shm/penguins/buffers/data’ ‘/dev/shm/penguins/buffers/data/__tiledb_rows’ ‘/dev/shm/penguins/buffers/data/bill_depth_mm’ ‘/dev/shm/penguins/buffers/data/bill_length_mm’ ‘/dev/shm/penguins/buffers/data/body_mass_g’ ‘/dev/shm/penguins/buffers/data/flipper_length_mm’ ‘/dev/shm/penguins/buffers/data/island’ ‘/dev/shm/penguins/buffers/data/sex’ ‘/dev/shm/penguins/buffers/data/species’ ‘/dev/shm/penguins/buffers/data/year’ ‘/dev/shm/penguins/buffers/validity’ ‘/dev/shm/penguins/buffers/validity/bill_depth_mm’ ‘/dev/shm/penguins/buffers/validity/bill_length_mm’ ‘/dev/shm/penguins/buffers/validity/body_mass_g’ ‘/dev/shm/penguins/buffers/validity/flipper_length_mm’ ‘/dev/shm/penguins/buffers/validity/sex’ Flavor: r-devel-linux-x86_64-debian-gcc

Version: 0.2.10
Check: tests
Result: ERROR Running ‘testthat.R’ [154s/155s] Running the tests in ‘tests/testthat.R’ failed. Complete output: > library(testthat) > library(tidySEM) > if(requireNamespace("OpenMx", quietly = TRUE)) require("OpenMx") Loading required package: OpenMx To take full advantage of multiple cores, use: mxOption(key='Number of Threads', value=parallel::detectCores()) #now Sys.setenv(OMP_NUM_THREADS=parallel::detectCores()) #before library(OpenMx) > if(requireNamespace("umx", quietly = TRUE)) require("umx") Loading required package: umx For an overview type '?umx' Attaching package: 'umx' The following object is masked from 'package:stats': loadings > data_mix_ordinal <- read.csv("testthat/data_mix_ordinal.csv", stringsAsFactors = FALSE) > options("test_mplus" = FALSE) > test_check("tidySEM") Beginning initial fit attempt Fit attempt 0, fit=254.590792289837, new current best! (was 254.590792289838) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=257.666246825724, worse than previous best (254.590792289837) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=7035634.83878603, worse than previous best (254.590792289837) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=3813510.45872021, worse than previous best (254.590792289837) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=3813510.4587202, worse than previous best (254.590792289837) Beginning fit attempt 5 of at maximum 10 extra tries Fit attempt 5, fit=3222380.68053771, worse than previous best (254.590792289837) Beginning fit attempt 6 of at maximum 10 extra tries Fit attempt 6, fit=3222381.95912085, worse than previous best (254.590792289837) Beginning fit attempt 7 of at maximum 10 extra tries Fit attempt 7, fit=257.643221204716, worse than previous best (254.590792289837) Beginning fit attempt 8 of at maximum 10 extra tries Fit attempt 8, fit=7035634.83878603, worse than previous best (254.590792289837) Beginning fit attempt 9 of at maximum 10 extra tries Fit attempt 9, fit=7035634.83878603, worse than previous best (254.590792289837) Beginning fit attempt 10 of at maximum 10 extra tries Fit attempt 10, fit=256.704389584642, worse than previous best (254.590792289837) Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=3985.3130700803, new current best! (was 3985.3130700803) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=7613074.85267255, worse than previous best (3985.3130700803) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=571.901981657029, new current best! (was 3985.3130700803) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=571.901981657028, new current best! (was 571.901981657029) Beginning fit attempt 4 of at maximum 10 extra tries Beginning fit attempt 5 of at maximum 10 extra tries Beginning fit attempt 6 of at maximum 10 extra tries Beginning fit attempt 7 of at maximum 10 extra tries Beginning fit attempt 8 of at maximum 10 extra tries Fit attempt 8, fit=571.901981657028, new current best! (was 571.901981657028) Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=3985.3130700803, new current best! (was 3985.3130700803) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=7613074.85267255, worse than previous best (3985.3130700803) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=7613074.85267255, worse than previous best (3985.3130700803) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=571.901981657027, new current best! (was 3985.3130700803) Beginning fit attempt 4 of at maximum 10 extra tries Beginning fit attempt 5 of at maximum 10 extra tries Beginning fit attempt 6 of at maximum 10 extra tries Beginning fit attempt 7 of at maximum 10 extra tries Beginning fit attempt 8 of at maximum 10 extra tries Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=424.192027151268, new current best! (was 424.192027151276) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=422.8917866492, new current best! (was 424.192027151268) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=360808.904170382, worse than previous best (422.8917866492) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=360808.904170382, worse than previous best (422.8917866492) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=427.456915693795, worse than previous best (422.8917866492) Beginning fit attempt 5 of at maximum 10 extra tries Fit attempt 5, fit=424.796604555296, worse than previous best (422.8917866492) Beginning fit attempt 6 of at maximum 10 extra tries Fit attempt 6, fit=360808.904170382, worse than previous best (422.8917866492) Beginning fit attempt 7 of at maximum 10 extra tries Fit attempt 7, fit=360808.904170382, worse than previous best (422.8917866492) Beginning fit attempt 8 of at maximum 10 extra tries Fit attempt 8, fit=421.591546147155, new current best! (was 422.8917866492) Beginning fit attempt 9 of at maximum 10 extra tries Fit attempt 9, fit=421.591546147133, new current best! (was 421.591546147155) Beginning fit attempt 10 of at maximum 10 extra tries Fit attempt 10, fit=360808.904170382, worse than previous best (421.591546147133) Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=1492.04120431826, new current best! (was 1492.04120431827) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=1078383.96916062, worse than previous best (1492.04120431826) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=1078383.96916062, worse than previous best (1492.04120431826) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=487.462079245382, new current best! (was 1492.04120431826) Beginning fit attempt 4 of at maximum 10 extra tries Beginning fit attempt 5 of at maximum 10 extra tries Fit attempt 5, fit=487.462079245382, new current best! (was 487.462079245382) Beginning fit attempt 6 of at maximum 10 extra tries Beginning fit attempt 7 of at maximum 10 extra tries Beginning fit attempt 8 of at maximum 10 extra tries Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Fit attempt 10, fit=487.462079245381, new current best! (was 487.462079245382) Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=603.4053017079, new current best! (was 603.40530171146) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=718792.771925815, worse than previous best (603.4053017079) Beginning fit attempt 2 of at maximum 10 extra tries Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=472.500476353258, new current best! (was 603.4053017079) Beginning fit attempt 4 of at maximum 10 extra tries Beginning fit attempt 5 of at maximum 10 extra tries Beginning fit attempt 6 of at maximum 10 extra tries Beginning fit attempt 7 of at maximum 10 extra tries Beginning fit attempt 8 of at maximum 10 extra tries Fit attempt 8, fit=472.500476353258, new current best! (was 472.500476353258) Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=1311.34284825735, new current best! (was 1311.34284826496) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=720411.671966184, worse than previous best (1311.34284825735) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=485.643885310302, new current best! (was 1311.34284825735) Beginning fit attempt 3 of at maximum 10 extra tries Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=485.643885310302, new current best! (was 485.643885310302) Beginning fit attempt 5 of at maximum 10 extra tries Beginning fit attempt 6 of at maximum 10 extra tries Beginning fit attempt 7 of at maximum 10 extra tries Beginning fit attempt 8 of at maximum 10 extra tries Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=421.618328482143, new current best! (was 421.618328482144) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=424.741731763394, worse than previous best (421.618328482143) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=427.170679014477, worse than previous best (421.618328482143) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=427.963578111324, worse than previous best (421.618328482143) Beginning fit attempt 5 of at maximum 10 extra tries Fit attempt 5, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 6 of at maximum 10 extra tries Fit attempt 6, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 7 of at maximum 10 extra tries Fit attempt 7, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 8 of at maximum 10 extra tries Beginning fit attempt 9 of at maximum 10 extra tries Fit attempt 9, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 10 of at maximum 10 extra tries Fit attempt 10, fit=360808.930952717, worse than previous best (421.618328482143) Final run, for Hessian and/or standard errors and/or confidence intervals Saving _problems/test-pseudo_class_technique-16.R [ FAIL 1 | WARN 10 | SKIP 10 | PASS 153 ] ══ Skipped tests (10) ══════════════════════════════════════════════════════════ • Not run by package maintainer (5): 'test-multigroup_mx.R:3:5', 'test-openmx_ordinal.R:3:5', 'test-openmx_ordinal_methods.R:4:5', 'test-plot_multigroup_multilevel.R:2:3', 'test-plot_plot_prob.R:3:3' • On CRAN (1): 'test-plot_profiles_varyingcov.R:2:3' • empty test (4): , , , ══ Failed tests ════════════════════════════════════════════════════════════════ ── Error ('test-pseudo_class_technique.R:13:3'): pseudo_class works ──────────── <functionNotFoundError/objectNotFoundError/error/condition> Error in `lav_object_inspect_coef(object = object, type = type, add.labels = labels, add.class = TRUE)`: could not find function "lav_object_inspect_coef" Backtrace: ▆ 1. ├─tidySEM::pseudo_class(...) 2. └─tidySEM:::pseudo_class.class_draws(...) 3. ├─tidySEM:::pseudo_class_pool(fits, ...) 4. └─tidySEM:::pseudo_class_pool.lavaan(fits, ...) 5. ├─lavaan::coef(example_fit) 6. └─lavaan::coef(example_fit) 7. └─lavaan (local) .local(object, ...) [ FAIL 1 | WARN 10 | SKIP 10 | PASS 153 ] Error: ! Test failures. Execution halted Flavor: r-devel-linux-x86_64-fedora-clang

Version: 0.2.10
Check: tests
Result: ERROR Running ‘testthat.R’ [105s/105s] Running the tests in ‘tests/testthat.R’ failed. Complete output: > library(testthat) > library(tidySEM) > if(requireNamespace("OpenMx", quietly = TRUE)) require("OpenMx") Loading required package: OpenMx To take full advantage of multiple cores, use: mxOption(key='Number of Threads', value=parallel::detectCores()) #now Sys.setenv(OMP_NUM_THREADS=parallel::detectCores()) #before library(OpenMx) > if(requireNamespace("umx", quietly = TRUE)) require("umx") Loading required package: umx For an overview type '?umx' Attaching package: 'umx' The following object is masked from 'package:stats': loadings > data_mix_ordinal <- read.csv("testthat/data_mix_ordinal.csv", stringsAsFactors = FALSE) > options("test_mplus" = FALSE) > test_check("tidySEM") Beginning initial fit attempt Fit attempt 0, fit=254.590792289837, new current best! (was 254.590792289838) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=257.666246825725, worse than previous best (254.590792289837) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=7035634.83878603, worse than previous best (254.590792289837) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=3813510.45872071, worse than previous best (254.590792289837) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=3813510.45872021, worse than previous best (254.590792289837) Beginning fit attempt 5 of at maximum 10 extra tries Fit attempt 5, fit=3222380.68053771, worse than previous best (254.590792289837) Beginning fit attempt 6 of at maximum 10 extra tries Fit attempt 6, fit=3222381.04137668, worse than previous best (254.590792289837) Beginning fit attempt 7 of at maximum 10 extra tries Fit attempt 7, fit=257.751283337453, worse than previous best (254.590792289837) Beginning fit attempt 8 of at maximum 10 extra tries Fit attempt 8, fit=7035634.83878603, worse than previous best (254.590792289837) Beginning fit attempt 9 of at maximum 10 extra tries Fit attempt 9, fit=7035634.83878603, worse than previous best (254.590792289837) Beginning fit attempt 10 of at maximum 10 extra tries Fit attempt 10, fit=257.187265660275, worse than previous best (254.590792289837) Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=3985.3130700803, new current best! (was 3985.3130700803) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=7613074.85267255, worse than previous best (3985.3130700803) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=571.901981657028, new current best! (was 3985.3130700803) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=571.901981657028, new current best! (was 571.901981657028) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=571.901981657027, new current best! (was 571.901981657028) Beginning fit attempt 5 of at maximum 10 extra tries Beginning fit attempt 6 of at maximum 10 extra tries Beginning fit attempt 7 of at maximum 10 extra tries Beginning fit attempt 8 of at maximum 10 extra tries Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=3985.3130700803, new current best! (was 3985.3130700803) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=7613074.85267255, worse than previous best (3985.3130700803) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=7613074.85267255, worse than previous best (3985.3130700803) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=571.90198165703, new current best! (was 3985.3130700803) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=571.901981657028, new current best! (was 571.90198165703) Beginning fit attempt 5 of at maximum 10 extra tries Fit attempt 5, fit=571.901981657027, new current best! (was 571.901981657028) Beginning fit attempt 6 of at maximum 10 extra tries Beginning fit attempt 7 of at maximum 10 extra tries Beginning fit attempt 8 of at maximum 10 extra tries Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=424.192027151267, new current best! (was 424.192027151277) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=422.891786649199, new current best! (was 424.192027151267) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=360808.904170382, worse than previous best (422.891786649199) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=360808.904170382, worse than previous best (422.891786649199) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=428.723338754994, worse than previous best (422.891786649199) Beginning fit attempt 5 of at maximum 10 extra tries Fit attempt 5, fit=424.796604555295, worse than previous best (422.891786649199) Beginning fit attempt 6 of at maximum 10 extra tries Fit attempt 6, fit=360808.904170382, worse than previous best (422.891786649199) Beginning fit attempt 7 of at maximum 10 extra tries Fit attempt 7, fit=360808.904170382, worse than previous best (422.891786649199) Beginning fit attempt 8 of at maximum 10 extra tries Fit attempt 8, fit=421.591546147156, new current best! (was 422.891786649199) Beginning fit attempt 9 of at maximum 10 extra tries Fit attempt 9, fit=421.59154614713, new current best! (was 421.591546147156) Beginning fit attempt 10 of at maximum 10 extra tries Fit attempt 10, fit=360808.904170382, worse than previous best (421.59154614713) Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=1492.04120431826, new current best! (was 1492.04120431826) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=1078383.96916062, worse than previous best (1492.04120431826) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=1078383.96916062, worse than previous best (1492.04120431826) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=1336.92668446712, new current best! (was 1492.04120431826) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=487.462079245382, new current best! (was 1336.92668446712) Beginning fit attempt 5 of at maximum 10 extra tries Fit attempt 5, fit=487.462079245382, new current best! (was 487.462079245382) Beginning fit attempt 6 of at maximum 10 extra tries Beginning fit attempt 7 of at maximum 10 extra tries Beginning fit attempt 8 of at maximum 10 extra tries Fit attempt 8, fit=487.462079245381, new current best! (was 487.462079245382) Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=603.405301707899, new current best! (was 603.405301707904) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=718792.771925815, worse than previous best (603.405301707899) Beginning fit attempt 2 of at maximum 10 extra tries Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=472.500476353258, new current best! (was 603.405301707899) Beginning fit attempt 4 of at maximum 10 extra tries Beginning fit attempt 5 of at maximum 10 extra tries Beginning fit attempt 6 of at maximum 10 extra tries Beginning fit attempt 7 of at maximum 10 extra tries Fit attempt 7, fit=472.500476353258, new current best! (was 472.500476353258) Beginning fit attempt 8 of at maximum 10 extra tries Fit attempt 8, fit=472.500476353258, new current best! (was 472.500476353258) Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=1311.34284825687, new current best! (was 1311.34284826144) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=720411.671966184, worse than previous best (1311.34284825687) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=485.643885310303, new current best! (was 1311.34284825687) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=485.643885310302, new current best! (was 485.643885310303) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=485.643885310302, new current best! (was 485.643885310302) Beginning fit attempt 5 of at maximum 10 extra tries Beginning fit attempt 6 of at maximum 10 extra tries Fit attempt 6, fit=485.643885310302, new current best! (was 485.643885310302) Beginning fit attempt 7 of at maximum 10 extra tries Beginning fit attempt 8 of at maximum 10 extra tries Fit attempt 8, fit=485.643885310302, new current best! (was 485.643885310302) Beginning fit attempt 9 of at maximum 10 extra tries Beginning fit attempt 10 of at maximum 10 extra tries Final run, for Hessian and/or standard errors and/or confidence intervals Beginning initial fit attempt Fit attempt 0, fit=421.618328482143, new current best! (was 421.618328482143) Beginning fit attempt 1 of at maximum 10 extra tries Fit attempt 1, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 2 of at maximum 10 extra tries Fit attempt 2, fit=424.559289823321, worse than previous best (421.618328482143) Beginning fit attempt 3 of at maximum 10 extra tries Fit attempt 3, fit=427.032635750421, worse than previous best (421.618328482143) Beginning fit attempt 4 of at maximum 10 extra tries Fit attempt 4, fit=427.834551174654, worse than previous best (421.618328482143) Beginning fit attempt 5 of at maximum 10 extra tries Fit attempt 5, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 6 of at maximum 10 extra tries Fit attempt 6, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 7 of at maximum 10 extra tries Fit attempt 7, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 8 of at maximum 10 extra tries Beginning fit attempt 9 of at maximum 10 extra tries Fit attempt 9, fit=360808.930952717, worse than previous best (421.618328482143) Beginning fit attempt 10 of at maximum 10 extra tries Fit attempt 10, fit=360808.930952717, worse than previous best (421.618328482143) Final run, for Hessian and/or standard errors and/or confidence intervals Saving _problems/test-pseudo_class_technique-16.R [ FAIL 1 | WARN 10 | SKIP 10 | PASS 153 ] ══ Skipped tests (10) ══════════════════════════════════════════════════════════ • Not run by package maintainer (5): 'test-multigroup_mx.R:3:5', 'test-openmx_ordinal.R:3:5', 'test-openmx_ordinal_methods.R:4:5', 'test-plot_multigroup_multilevel.R:2:3', 'test-plot_plot_prob.R:3:3' • On CRAN (1): 'test-plot_profiles_varyingcov.R:2:3' • empty test (4): , , , ══ Failed tests ════════════════════════════════════════════════════════════════ ── Error ('test-pseudo_class_technique.R:13:3'): pseudo_class works ──────────── <functionNotFoundError/objectNotFoundError/error/condition> Error in `lav_object_inspect_coef(object = object, type = type, add.labels = labels, add.class = TRUE)`: could not find function "lav_object_inspect_coef" Backtrace: ▆ 1. ├─tidySEM::pseudo_class(...) 2. └─tidySEM:::pseudo_class.class_draws(...) 3. ├─tidySEM:::pseudo_class_pool(fits, ...) 4. └─tidySEM:::pseudo_class_pool.lavaan(fits, ...) 5. ├─lavaan::coef(example_fit) 6. └─lavaan::coef(example_fit) 7. └─lavaan (local) .local(object, ...) [ FAIL 1 | WARN 10 | SKIP 10 | PASS 153 ] Error: ! Test failures. Execution halted Flavor: r-devel-linux-x86_64-fedora-gcc