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Type 'q()' to quit R. > library(testthat) > library(lgspline) > test_check("lgspline") Pre-Processing Starting Polynomial Expansions Standardization Get Knots Assign partitions Expansion Standardize Knot Expand 2nd Derivative Penalty Constraint Matrix Predictor-and-Partiiton Penalty Setup Parallel and Weighting Setup SQP Setup Tune Smoothing Spline Penalty Prep for final fitting Last fit After Fitting Processing Optional Components U Variance Est VarCov Mat Lagrangian Multiplier Smoothing Spline Model Summary ==================================================== Model Family: quasibinomial Model Family (Link Function): quasibinomial (logit) Observations: 250 Predictors: 1 Partitions: 11 Basis Functions per Partition: 4 ---------------------------------------------------- Univariate Inference: Estimate Std. Error z value Pr(>|z|) partition1.intercept -2.007485e+00 839.0993753 -2.392428e-03 9.980911e-01 partition1.x -1.058489e+00 2099.2185910 -5.042300e-04 9.995977e-01 partition1.x^2 -3.859189e-01 1165.9894459 -3.309798e-04 9.997359e-01 partition1.x^3 -4.682031e-02 122.3302477 -3.827370e-04 9.996946e-01 partition2.intercept -9.237713e-01 574.8125295 -1.607083e-03 9.987177e-01 partition2.x -3.983240e-01 1808.2325350 -2.202836e-04 9.998242e-01 partition2.x^2 -1.785515e-01 1260.1180157 -1.416942e-04 9.998869e-01 partition2.x^3 -2.659037e-02 165.5079626 -1.606591e-04 9.998718e-01 partition3.intercept -1.198860e+00 356.2926548 -3.364819e-03 9.973153e-01 partition3.x 3.549660e-02 1494.9488390 2.374436e-05 9.999811e-01 partition3.x^2 1.530492e-02 1388.0626215 1.102610e-05 9.999912e-01 partition3.x^3 1.816797e-03 106.4258450 1.707102e-05 9.999864e-01 partition4.intercept -6.240540e-01 57.4507870 -1.086241e-02 9.913332e-01 partition4.x 1.697353e-02 365.4041860 4.645138e-05 9.999629e-01 partition4.x^2 1.891631e-02 510.0762640 3.708525e-05 9.999704e-01 partition4.x^3 6.538693e-03 132.9998941 4.916315e-05 9.999608e-01 partition5.intercept -4.253111e-01 7.7317658 -5.500828e-02 9.561319e-01 partition5.x 8.622261e-02 106.7331437 8.078335e-04 9.993554e-01 partition5.x^2 1.367979e-01 310.6797044 4.403180e-04 9.996487e-01 partition5.x^3 6.709058e-02 163.3104039 4.108163e-04 9.996722e-01 partition6.intercept -1.744562e+00 0.4037249 -4.321166e+00 1.552068e-05 partition6.x 8.323800e+00 10.6195903 7.838155e-01 4.331484e-01 partition6.x^2 1.166118e+02 55.3208403 2.107918e+00 3.503807e-02 partition6.x^3 -9.445091e+01 346.1569600 -2.728557e-01 7.849641e-01 partition7.intercept -9.138876e-02 4.7991710 -1.904261e-02 9.848071e-01 partition7.x 9.867277e-02 66.1260003 1.492193e-03 9.988094e-01 partition7.x^2 -2.632999e-01 192.3152556 -1.369106e-03 9.989076e-01 partition7.x^3 1.747047e-01 101.0891230 1.728224e-03 9.986211e-01 partition8.intercept 6.098301e+01 36.2162139 1.683859e+00 9.220885e-02 partition8.x -1.948402e+02 230.7250148 -8.444695e-01 3.984071e-01 partition8.x^2 1.998761e+02 322.7638323 6.192642e-01 5.357423e-01 partition8.x^3 -6.569697e+01 84.3465029 -7.788938e-01 4.360423e-01 partition9.intercept -1.938809e-02 914.9487723 -2.119035e-05 9.999831e-01 partition9.x -1.340398e+01 1067.0045213 -1.256225e-02 9.899770e-01 partition9.x^2 -4.829818e+01 757.7882450 -6.373572e-02 9.491807e-01 partition9.x^3 -1.779103e+02 1696.2863384 -1.048822e-01 9.164693e-01 partition10.intercept 1.160762e+00 192.9984915 6.014355e-03 9.952013e-01 partition10.x 5.789741e-01 605.8988318 9.555623e-04 9.992376e-01 partition10.x^2 -2.797073e-01 422.0928057 -6.626679e-04 9.994713e-01 partition10.x^3 4.480206e-02 55.5125198 8.070622e-04 9.993561e-01 partition11.intercept -2.980518e-01 273.2122451 -1.090917e-03 9.991296e-01 partition11.x 9.470634e-02 683.7769553 1.385047e-04 9.998895e-01 partition11.x^2 7.984208e-03 379.6960012 2.102790e-05 9.999832e-01 partition11.x^3 -5.217451e-03 39.7998307 -1.310923e-04 9.998954e-01 CI LB CI UB partition1.intercept -1646.612040 1642.597070 partition1.x -4115.451323 4113.334345 partition1.x^2 -2285.683239 2284.911401 partition1.x^3 -239.809700 239.716059 partition2.intercept -1127.535627 1125.688084 partition2.x -3544.468968 3543.672320 partition2.x^2 -2469.964478 2469.607376 partition2.x^3 -324.416236 324.363056 partition3.intercept -699.519632 697.121911 partition3.x -2930.010387 2930.081380 partition3.x^2 -2720.537442 2720.568051 partition3.x^3 -208.589006 208.592640 partition4.intercept -113.225527 111.977419 partition4.x -716.162071 716.196018 partition4.x^2 -999.712190 999.750023 partition4.x^3 -260.668464 260.681541 partition5.intercept -15.579294 14.728671 partition5.x -209.106895 209.279340 partition5.x^2 -608.784233 609.057829 partition5.x^3 -320.015419 320.149600 partition6.intercept -2.535848 -0.953276 partition6.x -12.490215 29.137814 partition6.x^2 8.184949 225.038658 partition6.x^3 -772.906081 584.004268 partition7.intercept -9.497591 9.314814 partition7.x -129.505906 129.703252 partition7.x^2 -377.194275 376.667675 partition7.x^3 -197.956336 198.305745 partition8.intercept -9.999464 131.965486 partition8.x -647.052963 257.372476 partition8.x^2 -432.729411 832.481563 partition8.x^3 -231.013076 99.619140 partition9.intercept -1793.286030 1793.247253 partition9.x -2104.694410 2077.886456 partition9.x^2 -1533.535846 1436.939490 partition9.x^3 -3502.570415 3146.749846 partition10.intercept -377.109331 379.430854 partition10.x -1186.960914 1188.118863 partition10.x^2 -827.566405 827.006990 partition10.x^3 -108.757737 108.847342 partition11.intercept -535.784212 535.188109 partition11.x -1340.083500 1340.272912 partition11.x^2 -744.182503 744.198472 partition11.x^3 -78.011452 78.001017 Dispersion: 1 Effective degrees of freedom: 206 Critical value for confidence intervals: 1.959964 ---------------------------------------------------- [ FAIL 0 | WARN 0 | SKIP 1 | PASS 38 ] ══ Skipped tests (1) ═══════════════════════════════════════════════════════════ • On CRAN (1): 'test-parallel.R:2:3' [ FAIL 0 | WARN 0 | SKIP 1 | PASS 38 ] > > proc.time() user system elapsed 12.25 0.62 12.85