Book a Demo!
CoCalc Logo Icon
StoreFeaturesDocsShareSupportNewsAboutPoliciesSign UpSign In
sagemath
GitHub Repository: sagemath/sage
Path: blob/develop/pkgs/sagemath-categories/known-test-failures.json
4081 views
1
{
2
"sage.arith.numerical_approx": {
3
"ntests": 1
4
},
5
"sage.arith.power": {
6
"failed": true,
7
"ntests": 16
8
},
9
"sage.categories.action": {
10
"failed": true,
11
"ntests": 78
12
},
13
"sage.categories.additive_groups": {
14
"ntests": 9
15
},
16
"sage.categories.additive_magmas": {
17
"failed": true,
18
"ntests": 134
19
},
20
"sage.categories.additive_monoids": {
21
"failed": true,
22
"ntests": 16
23
},
24
"sage.categories.additive_semigroups": {
25
"failed": true,
26
"ntests": 28
27
},
28
"sage.categories.affine_weyl_groups": {
29
"ntests": 15
30
},
31
"sage.categories.algebra_ideals": {
32
"failed": true,
33
"ntests": 8
34
},
35
"sage.categories.algebra_modules": {
36
"failed": true,
37
"ntests": 9
38
},
39
"sage.categories.algebras": {
40
"failed": true,
41
"ntests": 25
42
},
43
"sage.categories.algebras_with_basis": {
44
"failed": true,
45
"ntests": 46
46
},
47
"sage.categories.aperiodic_semigroups": {
48
"ntests": 1
49
},
50
"sage.categories.associative_algebras": {
51
"failed": true,
52
"ntests": 5
53
},
54
"sage.categories.bialgebras": {
55
"ntests": 3
56
},
57
"sage.categories.bialgebras_with_basis": {
58
"failed": true,
59
"ntests": 31
60
},
61
"sage.categories.bimodules": {
62
"failed": true,
63
"ntests": 15
64
},
65
"sage.categories.cartesian_product": {
66
"failed": true,
67
"ntests": 42
68
},
69
"sage.categories.category": {
70
"failed": true,
71
"ntests": 433
72
},
73
"sage.categories.category_cy_helper": {
74
"failed": true,
75
"ntests": 27
76
},
77
"sage.categories.category_singleton": {
78
"failed": true,
79
"ntests": 59
80
},
81
"sage.categories.category_types": {
82
"failed": true,
83
"ntests": 74
84
},
85
"sage.categories.category_with_axiom": {
86
"failed": true,
87
"ntests": 328
88
},
89
"sage.categories.chain_complexes": {
90
"failed": true,
91
"ntests": 20
92
},
93
"sage.categories.coalgebras": {
94
"ntests": 6
95
},
96
"sage.categories.coalgebras_with_basis": {
97
"failed": true,
98
"ntests": 23
99
},
100
"sage.categories.coercion_methods": {
101
"failed": true,
102
"ntests": 6
103
},
104
"sage.categories.commutative_additive_groups": {
105
"failed": true,
106
"ntests": 17
107
},
108
"sage.categories.commutative_additive_monoids": {
109
"ntests": 5
110
},
111
"sage.categories.commutative_additive_semigroups": {
112
"failed": true,
113
"ntests": 6
114
},
115
"sage.categories.commutative_algebra_ideals": {
116
"failed": true,
117
"ntests": 9
118
},
119
"sage.categories.commutative_algebras": {
120
"failed": true,
121
"ntests": 11
122
},
123
"sage.categories.commutative_ring_ideals": {
124
"failed": true,
125
"ntests": 7
126
},
127
"sage.categories.commutative_rings": {
128
"failed": true,
129
"ntests": 41
130
},
131
"sage.categories.complete_discrete_valuation": {
132
"failed": true,
133
"ntests": 30
134
},
135
"sage.categories.complex_reflection_groups": {
136
"failed": true,
137
"ntests": 16
138
},
139
"sage.categories.complex_reflection_or_generalized_coxeter_groups": {
140
"ntests": 67
141
},
142
"sage.categories.covariant_functorial_construction": {
143
"failed": true,
144
"ntests": 65
145
},
146
"sage.categories.coxeter_group_algebras": {
147
"ntests": 2
148
},
149
"sage.categories.coxeter_groups": {
150
"failed": true,
151
"ntests": 392
152
},
153
"sage.categories.cw_complexes": {
154
"failed": true,
155
"ntests": 36
156
},
157
"sage.categories.dedekind_domains": {
158
"failed": true,
159
"ntests": 30
160
},
161
"sage.categories.discrete_valuation": {
162
"failed": true,
163
"ntests": 28
164
},
165
"sage.categories.distributive_magmas_and_additive_magmas": {
166
"failed": true,
167
"ntests": 13
168
},
169
"sage.categories.division_rings": {
170
"ntests": 11
171
},
172
"sage.categories.domains": {
173
"failed": true,
174
"ntests": 7
175
},
176
"sage.categories.dual": {
177
"failed": true,
178
"ntests": 1
179
},
180
"sage.categories.enumerated_sets": {
181
"failed": true,
182
"ntests": 132
183
},
184
"sage.categories.euclidean_domains": {
185
"failed": true,
186
"ntests": 22
187
},
188
"sage.categories.examples.algebras_with_basis": {
189
"ntests": 8
190
},
191
"sage.categories.examples.commutative_additive_monoids": {
192
"failed": true,
193
"ntests": 14
194
},
195
"sage.categories.examples.commutative_additive_semigroups": {
196
"failed": true,
197
"ntests": 28
198
},
199
"sage.categories.examples.cw_complexes": {
200
"failed": true,
201
"ntests": 33
202
},
203
"sage.categories.examples.facade_sets": {
204
"failed": true,
205
"ntests": 21
206
},
207
"sage.categories.examples.filtered_algebras_with_basis": {
208
"failed": true,
209
"ntests": 25
210
},
211
"sage.categories.examples.filtered_modules_with_basis": {
212
"ntests": 12
213
},
214
"sage.categories.examples.finite_dimensional_lie_algebras_with_basis": {
215
"ntests": 1
216
},
217
"sage.categories.examples.finite_enumerated_sets": {
218
"failed": true,
219
"ntests": 29
220
},
221
"sage.categories.examples.finite_monoids": {
222
"failed": true,
223
"ntests": 15
224
},
225
"sage.categories.examples.finite_semigroups": {
226
"failed": true,
227
"ntests": 27
228
},
229
"sage.categories.examples.finite_weyl_groups": {
230
"failed": true,
231
"ntests": 25
232
},
233
"sage.categories.examples.graded_modules_with_basis": {
234
"ntests": 14
235
},
236
"sage.categories.examples.graphs": {
237
"failed": true,
238
"ntests": 24
239
},
240
"sage.categories.examples.infinite_enumerated_sets": {
241
"failed": true,
242
"ntests": 35
243
},
244
"sage.categories.examples.lie_algebras": {
245
"ntests": 25
246
},
247
"sage.categories.examples.magmas": {
248
"failed": true,
249
"ntests": 20
250
},
251
"sage.categories.examples.manifolds": {
252
"failed": true,
253
"ntests": 15
254
},
255
"sage.categories.examples.monoids": {
256
"failed": true,
257
"ntests": 16
258
},
259
"sage.categories.examples.posets": {
260
"failed": true,
261
"ntests": 29
262
},
263
"sage.categories.examples.semigroups": {
264
"failed": true,
265
"ntests": 83
266
},
267
"sage.categories.examples.semigroups_cython": {
268
"failed": true,
269
"ntests": 47
270
},
271
"sage.categories.examples.sets_with_grading": {
272
"failed": true,
273
"ntests": 14
274
},
275
"sage.categories.facade_sets": {
276
"failed": true,
277
"ntests": 27
278
},
279
"sage.categories.fields": {
280
"failed": true,
281
"ntests": 109
282
},
283
"sage.categories.filtered_algebras": {
284
"failed": true,
285
"ntests": 5
286
},
287
"sage.categories.filtered_algebras_with_basis": {
288
"failed": true,
289
"ntests": 39
290
},
291
"sage.categories.filtered_hopf_algebras_with_basis": {
292
"failed": true,
293
"ntests": 12
294
},
295
"sage.categories.filtered_modules": {
296
"failed": true,
297
"ntests": 18
298
},
299
"sage.categories.filtered_modules_with_basis": {
300
"failed": true,
301
"ntests": 74
302
},
303
"sage.categories.finite_complex_reflection_groups": {
304
"failed": true,
305
"ntests": 189
306
},
307
"sage.categories.finite_coxeter_groups": {
308
"ntests": 6
309
},
310
"sage.categories.finite_dimensional_algebras_with_basis": {
311
"failed": true,
312
"ntests": 91
313
},
314
"sage.categories.finite_dimensional_bialgebras_with_basis": {
315
"failed": true,
316
"ntests": 4
317
},
318
"sage.categories.finite_dimensional_coalgebras_with_basis": {
319
"failed": true,
320
"ntests": 4
321
},
322
"sage.categories.finite_dimensional_graded_lie_algebras_with_basis": {
323
"failed": true,
324
"ntests": 22
325
},
326
"sage.categories.finite_dimensional_hopf_algebras_with_basis": {
327
"failed": true,
328
"ntests": 3
329
},
330
"sage.categories.finite_dimensional_lie_algebras_with_basis": {
331
"failed": true,
332
"ntests": 73
333
},
334
"sage.categories.finite_dimensional_modules_with_basis": {
335
"failed": true,
336
"ntests": 89
337
},
338
"sage.categories.finite_dimensional_nilpotent_lie_algebras_with_basis": {
339
"failed": true,
340
"ntests": 19
341
},
342
"sage.categories.finite_dimensional_semisimple_algebras_with_basis": {
343
"failed": true,
344
"ntests": 12
345
},
346
"sage.categories.finite_enumerated_sets": {
347
"failed": true,
348
"ntests": 123
349
},
350
"sage.categories.finite_fields": {
351
"failed": true,
352
"ntests": 14
353
},
354
"sage.categories.finite_lattice_posets": {
355
"ntests": 31
356
},
357
"sage.categories.finite_monoids": {
358
"failed": true,
359
"ntests": 28
360
},
361
"sage.categories.finite_permutation_groups": {
362
"ntests": 2
363
},
364
"sage.categories.finite_semigroups": {
365
"failed": true,
366
"ntests": 14
367
},
368
"sage.categories.finite_sets": {
369
"failed": true,
370
"ntests": 14
371
},
372
"sage.categories.finite_weyl_groups": {
373
"failed": true,
374
"ntests": 6
375
},
376
"sage.categories.finitely_generated_lambda_bracket_algebras": {
377
"ntests": 11
378
},
379
"sage.categories.finitely_generated_lie_conformal_algebras": {
380
"ntests": 10
381
},
382
"sage.categories.finitely_generated_magmas": {
383
"failed": true,
384
"ntests": 6
385
},
386
"sage.categories.finitely_generated_semigroups": {
387
"failed": true,
388
"ntests": 27
389
},
390
"sage.categories.function_fields": {
391
"failed": true,
392
"ntests": 11
393
},
394
"sage.categories.functor": {
395
"failed": true,
396
"ntests": 128
397
},
398
"sage.categories.g_sets": {
399
"ntests": 7
400
},
401
"sage.categories.gcd_domains": {
402
"ntests": 5
403
},
404
"sage.categories.generalized_coxeter_groups": {
405
"ntests": 12
406
},
407
"sage.categories.graded_algebras": {
408
"failed": true,
409
"ntests": 8
410
},
411
"sage.categories.graded_algebras_with_basis": {
412
"failed": true,
413
"ntests": 8
414
},
415
"sage.categories.graded_bialgebras": {
416
"failed": true,
417
"ntests": 3
418
},
419
"sage.categories.graded_bialgebras_with_basis": {
420
"failed": true,
421
"ntests": 3
422
},
423
"sage.categories.graded_coalgebras": {
424
"failed": true,
425
"ntests": 6
426
},
427
"sage.categories.graded_coalgebras_with_basis": {
428
"failed": true,
429
"ntests": 6
430
},
431
"sage.categories.graded_hopf_algebras": {
432
"failed": true,
433
"ntests": 3
434
},
435
"sage.categories.graded_hopf_algebras_with_basis": {
436
"failed": true,
437
"ntests": 12
438
},
439
"sage.categories.graded_lie_algebras": {
440
"failed": true,
441
"ntests": 12
442
},
443
"sage.categories.graded_lie_algebras_with_basis": {
444
"failed": true,
445
"ntests": 5
446
},
447
"sage.categories.graded_lie_conformal_algebras": {
448
"failed": true,
449
"ntests": 5
450
},
451
"sage.categories.graded_modules": {
452
"failed": true,
453
"ntests": 16
454
},
455
"sage.categories.graded_modules_with_basis": {
456
"failed": true,
457
"ntests": 25
458
},
459
"sage.categories.graphs": {
460
"failed": true,
461
"ntests": 25
462
},
463
"sage.categories.group_algebras": {
464
"failed": true,
465
"ntests": 27
466
},
467
"sage.categories.groups": {
468
"ntests": 45
469
},
470
"sage.categories.h_trivial_semigroups": {
471
"ntests": 4
472
},
473
"sage.categories.hecke_modules": {
474
"failed": true,
475
"ntests": 16
476
},
477
"sage.categories.homset": {
478
"failed": true,
479
"ntests": 197
480
},
481
"sage.categories.homsets": {
482
"failed": true,
483
"ntests": 56
484
},
485
"sage.categories.hopf_algebras": {
486
"failed": true,
487
"ntests": 15
488
},
489
"sage.categories.hopf_algebras_with_basis": {
490
"failed": true,
491
"ntests": 30
492
},
493
"sage.categories.infinite_enumerated_sets": {
494
"failed": true,
495
"ntests": 13
496
},
497
"sage.categories.integral_domains": {
498
"failed": true,
499
"ntests": 22
500
},
501
"sage.categories.isomorphic_objects": {
502
"ntests": 2
503
},
504
"sage.categories.j_trivial_semigroups": {
505
"ntests": 1
506
},
507
"sage.categories.kac_moody_algebras": {
508
"failed": true,
509
"ntests": 9
510
},
511
"sage.categories.l_trivial_semigroups": {
512
"ntests": 5
513
},
514
"sage.categories.lambda_bracket_algebras": {
515
"failed": true,
516
"ntests": 16
517
},
518
"sage.categories.lambda_bracket_algebras_with_basis": {
519
"ntests": 5
520
},
521
"sage.categories.lattice_posets": {
522
"ntests": 10
523
},
524
"sage.categories.left_modules": {
525
"failed": true,
526
"ntests": 4
527
},
528
"sage.categories.lie_algebras": {
529
"failed": true,
530
"ntests": 135
531
},
532
"sage.categories.lie_algebras_with_basis": {
533
"ntests": 19
534
},
535
"sage.categories.lie_conformal_algebras": {
536
"failed": true,
537
"ntests": 25
538
},
539
"sage.categories.lie_conformal_algebras_with_basis": {
540
"ntests": 17
541
},
542
"sage.categories.lie_groups": {
543
"failed": true,
544
"ntests": 9
545
},
546
"sage.categories.loop_crystals": {
547
"ntests": 1
548
},
549
"sage.categories.magmas": {
550
"failed": true,
551
"ntests": 147
552
},
553
"sage.categories.magmas_and_additive_magmas": {
554
"ntests": 21
555
},
556
"sage.categories.magmatic_algebras": {
557
"failed": true,
558
"ntests": 27
559
},
560
"sage.categories.manifolds": {
561
"failed": true,
562
"ntests": 52
563
},
564
"sage.categories.map": {
565
"failed": true,
566
"ntests": 353
567
},
568
"sage.categories.matrix_algebras": {
569
"failed": true,
570
"ntests": 3
571
},
572
"sage.categories.metric_spaces": {
573
"failed": true,
574
"ntests": 46
575
},
576
"sage.categories.modular_abelian_varieties": {
577
"failed": true,
578
"ntests": 8
579
},
580
"sage.categories.modules": {
581
"failed": true,
582
"ntests": 120
583
},
584
"sage.categories.modules_with_basis": {
585
"failed": true,
586
"ntests": 240
587
},
588
"sage.categories.monoid_algebras": {
589
"failed": true,
590
"ntests": 4
591
},
592
"sage.categories.monoids": {
593
"failed": true,
594
"ntests": 81
595
},
596
"sage.categories.morphism": {
597
"failed": true,
598
"ntests": 126
599
},
600
"sage.categories.noetherian_rings": {
601
"failed": true,
602
"ntests": 19
603
},
604
"sage.categories.number_fields": {
605
"failed": true,
606
"ntests": 41
607
},
608
"sage.categories.objects": {
609
"failed": true,
610
"ntests": 12
611
},
612
"sage.categories.partially_ordered_monoids": {
613
"ntests": 4
614
},
615
"sage.categories.permutation_groups": {
616
"ntests": 6
617
},
618
"sage.categories.pointed_sets": {
619
"ntests": 3
620
},
621
"sage.categories.polyhedra": {
622
"failed": true,
623
"ntests": 4
624
},
625
"sage.categories.poor_man_map": {
626
"failed": true,
627
"ntests": 59
628
},
629
"sage.categories.posets": {
630
"ntests": 2
631
},
632
"sage.categories.primer": {
633
"failed": true,
634
"ntests": 162
635
},
636
"sage.categories.principal_ideal_domains": {
637
"failed": true,
638
"ntests": 11
639
},
640
"sage.categories.pushout": {
641
"failed": true,
642
"ntests": 624
643
},
644
"sage.categories.quantum_group_representations": {
645
"failed": true,
646
"ntests": 13
647
},
648
"sage.categories.quotient_fields": {
649
"failed": true,
650
"ntests": 81
651
},
652
"sage.categories.quotients": {
653
"ntests": 2
654
},
655
"sage.categories.r_trivial_semigroups": {
656
"ntests": 3
657
},
658
"sage.categories.realizations": {
659
"failed": true,
660
"ntests": 21
661
},
662
"sage.categories.right_modules": {
663
"failed": true,
664
"ntests": 4
665
},
666
"sage.categories.ring_ideals": {
667
"failed": true,
668
"ntests": 9
669
},
670
"sage.categories.rings": {
671
"failed": true,
672
"ntests": 146
673
},
674
"sage.categories.rngs": {
675
"ntests": 6
676
},
677
"sage.categories.schemes": {
678
"failed": true,
679
"ntests": 41
680
},
681
"sage.categories.semigroups": {
682
"failed": true,
683
"ntests": 112
684
},
685
"sage.categories.semirings": {
686
"ntests": 6
687
},
688
"sage.categories.semisimple_algebras": {
689
"failed": true,
690
"ntests": 15
691
},
692
"sage.categories.sets_cat": {
693
"failed": true,
694
"ntests": 412
695
},
696
"sage.categories.sets_with_grading": {
697
"failed": true,
698
"ntests": 23
699
},
700
"sage.categories.sets_with_partial_maps": {
701
"ntests": 4
702
},
703
"sage.categories.shephard_groups": {
704
"ntests": 5
705
},
706
"sage.categories.signed_tensor": {
707
"failed": true,
708
"ntests": 10
709
},
710
"sage.categories.simplicial_complexes": {
711
"ntests": 17
712
},
713
"sage.categories.simplicial_sets": {
714
"failed": true,
715
"ntests": 98
716
},
717
"sage.categories.subobjects": {
718
"ntests": 2
719
},
720
"sage.categories.super_algebras": {
721
"failed": true,
722
"ntests": 8
723
},
724
"sage.categories.super_algebras_with_basis": {
725
"failed": true,
726
"ntests": 10
727
},
728
"sage.categories.super_hopf_algebras_with_basis": {
729
"failed": true,
730
"ntests": 10
731
},
732
"sage.categories.super_lie_conformal_algebras": {
733
"failed": true,
734
"ntests": 20
735
},
736
"sage.categories.super_modules": {
737
"failed": true,
738
"ntests": 18
739
},
740
"sage.categories.super_modules_with_basis": {
741
"failed": true,
742
"ntests": 10
743
},
744
"sage.categories.supercommutative_algebras": {
745
"failed": true,
746
"ntests": 8
747
},
748
"sage.categories.tensor": {
749
"failed": true,
750
"ntests": 9
751
},
752
"sage.categories.topological_spaces": {
753
"ntests": 27
754
},
755
"sage.categories.triangular_kac_moody_algebras": {
756
"failed": true,
757
"ntests": 15
758
},
759
"sage.categories.tutorial": {
760
"failed": true,
761
"ntests": 4
762
},
763
"sage.categories.unique_factorization_domains": {
764
"failed": true,
765
"ntests": 39
766
},
767
"sage.categories.unital_algebras": {
768
"failed": true,
769
"ntests": 37
770
},
771
"sage.categories.vector_spaces": {
772
"failed": true,
773
"ntests": 44
774
},
775
"sage.categories.with_realizations": {
776
"failed": true,
777
"ntests": 24
778
},
779
"sage.cpython.atexit": {
780
"ntests": 19
781
},
782
"sage.cpython.cython_metaclass": {
783
"ntests": 4
784
},
785
"sage.cpython.debug": {
786
"failed": true,
787
"ntests": 13
788
},
789
"sage.cpython.dict_del_by_value": {
790
"failed": true,
791
"ntests": 21
792
},
793
"sage.cpython.getattr": {
794
"failed": true,
795
"ntests": 65
796
},
797
"sage.cpython.string": {
798
"ntests": 1
799
},
800
"sage.cpython.string.pxd": {
801
"ntests": 8
802
},
803
"sage.cpython.type": {
804
"ntests": 7
805
},
806
"sage.doctest.check_tolerance": {
807
"failed": true,
808
"ntests": 19
809
},
810
"sage.doctest.control": {
811
"failed": true,
812
"ntests": 230
813
},
814
"sage.doctest.external": {
815
"ntests": 42
816
},
817
"sage.doctest.fixtures": {
818
"ntests": 59
819
},
820
"sage.doctest.forker": {
821
"failed": true,
822
"ntests": 413
823
},
824
"sage.doctest.marked_output": {
825
"failed": true,
826
"ntests": 21
827
},
828
"sage.doctest.parsing": {
829
"failed": true,
830
"ntests": 275
831
},
832
"sage.doctest.reporting": {
833
"ntests": 115
834
},
835
"sage.doctest.rif_tol": {
836
"failed": true,
837
"ntests": 18
838
},
839
"sage.doctest.sources": {
840
"failed": true,
841
"ntests": 343
842
},
843
"sage.doctest.test": {
844
"failed": true,
845
"ntests": 23
846
},
847
"sage.doctest.util": {
848
"failed": true,
849
"ntests": 141
850
},
851
"sage.env": {
852
"failed": true,
853
"ntests": 41
854
},
855
"sage.features": {
856
"ntests": 143
857
},
858
"sage.features.all": {
859
"ntests": 14
860
},
861
"sage.features.bliss": {
862
"ntests": 8
863
},
864
"sage.features.cddlib": {
865
"ntests": 4
866
},
867
"sage.features.csdp": {
868
"ntests": 6
869
},
870
"sage.features.cython": {
871
"ntests": 3
872
},
873
"sage.features.databases": {
874
"failed": true,
875
"ntests": 38
876
},
877
"sage.features.dvipng": {
878
"ntests": 4
879
},
880
"sage.features.ecm": {
881
"ntests": 4
882
},
883
"sage.features.ffmpeg": {
884
"ntests": 4
885
},
886
"sage.features.four_ti_2": {
887
"ntests": 6
888
},
889
"sage.features.fricas": {
890
"ntests": 6
891
},
892
"sage.features.gap": {
893
"ntests": 6
894
},
895
"sage.features.gfan": {
896
"ntests": 2
897
},
898
"sage.features.graph_generators": {
899
"ntests": 18
900
},
901
"sage.features.graphviz": {
902
"ntests": 16
903
},
904
"sage.features.igraph": {
905
"ntests": 4
906
},
907
"sage.features.imagemagick": {
908
"ntests": 10
909
},
910
"sage.features.interfaces": {
911
"failed": true,
912
"ntests": 33
913
},
914
"sage.features.internet": {
915
"ntests": 5
916
},
917
"sage.features.jmol": {
918
"ntests": 4
919
},
920
"sage.features.join_feature": {
921
"failed": true,
922
"ntests": 25
923
},
924
"sage.features.kenzo": {
925
"ntests": 6
926
},
927
"sage.features.latex": {
928
"ntests": 30
929
},
930
"sage.features.latte": {
931
"ntests": 8
932
},
933
"sage.features.lrs": {
934
"ntests": 16
935
},
936
"sage.features.mcqd": {
937
"ntests": 4
938
},
939
"sage.features.meataxe": {
940
"ntests": 4
941
},
942
"sage.features.mip_backends": {
943
"ntests": 7
944
},
945
"sage.features.msolve": {
946
"ntests": 6
947
},
948
"sage.features.nauty": {
949
"ntests": 8
950
},
951
"sage.features.normaliz": {
952
"ntests": 4
953
},
954
"sage.features.palp": {
955
"ntests": 4
956
},
957
"sage.features.pandoc": {
958
"ntests": 4
959
},
960
"sage.features.pdf2svg": {
961
"ntests": 4
962
},
963
"sage.features.phitigra": {
964
"ntests": 4
965
},
966
"sage.features.pkg_systems": {
967
"ntests": 25
968
},
969
"sage.features.polymake": {
970
"ntests": 4
971
},
972
"sage.features.poppler": {
973
"ntests": 4
974
},
975
"sage.features.rubiks": {
976
"ntests": 28
977
},
978
"sage.features.sagemath": {
979
"failed": true,
980
"ntests": 151
981
},
982
"sage.features.singular": {
983
"ntests": 4
984
},
985
"sage.features.sphinx": {
986
"ntests": 4
987
},
988
"sage.features.symengine_py": {
989
"ntests": 4
990
},
991
"sage.features.tdlib": {
992
"ntests": 2
993
},
994
"sage.features.threejs": {
995
"failed": true,
996
"ntests": 6
997
},
998
"sage.misc.abstract_method": {
999
"failed": true,
1000
"ntests": 33
1001
},
1002
"sage.misc.banner": {
1003
"failed": true,
1004
"ntests": 12
1005
},
1006
"sage.misc.bindable_class": {
1007
"ntests": 47
1008
},
1009
"sage.misc.c3_controlled": {
1010
"failed": true,
1011
"ntests": 150
1012
},
1013
"sage.misc.cachefunc": {
1014
"failed": true,
1015
"ntests": 692
1016
},
1017
"sage.misc.call": {
1018
"ntests": 28
1019
},
1020
"sage.misc.classcall_metaclass": {
1021
"ntests": 78
1022
},
1023
"sage.misc.constant_function": {
1024
"ntests": 21
1025
},
1026
"sage.misc.decorators": {
1027
"failed": true,
1028
"ntests": 125
1029
},
1030
"sage.misc.fast_methods": {
1031
"failed": true,
1032
"ntests": 80
1033
},
1034
"sage.misc.flatten": {
1035
"failed": true,
1036
"ntests": 15
1037
},
1038
"sage.misc.function_mangling": {
1039
"ntests": 32
1040
},
1041
"sage.misc.inherit_comparison": {
1042
"ntests": 2
1043
},
1044
"sage.misc.instancedoc": {
1045
"ntests": 67
1046
},
1047
"sage.misc.lazy_attribute": {
1048
"failed": true,
1049
"ntests": 100
1050
},
1051
"sage.misc.lazy_format": {
1052
"failed": true,
1053
"ntests": 23
1054
},
1055
"sage.misc.lazy_import": {
1056
"failed": true,
1057
"ntests": 279
1058
},
1059
"sage.misc.lazy_import_cache": {
1060
"failed": true,
1061
"ntests": 8
1062
},
1063
"sage.misc.lazy_string": {
1064
"failed": true,
1065
"ntests": 131
1066
},
1067
"sage.misc.misc": {
1068
"failed": true,
1069
"ntests": 176
1070
},
1071
"sage.misc.misc_c": {
1072
"failed": true,
1073
"ntests": 121
1074
},
1075
"sage.misc.namespace_package": {
1076
"ntests": 7
1077
},
1078
"sage.misc.nested_class": {
1079
"ntests": 67
1080
},
1081
"sage.misc.package": {
1082
"ntests": 36
1083
},
1084
"sage.misc.package_dir": {
1085
"failed": true,
1086
"ntests": 35
1087
},
1088
"sage.misc.persist": {
1089
"failed": true,
1090
"ntests": 137
1091
},
1092
"sage.misc.prandom": {
1093
"failed": true,
1094
"ntests": 74
1095
},
1096
"sage.misc.repr": {
1097
"failed": true,
1098
"ntests": 31
1099
},
1100
"sage.misc.sage_eval": {
1101
"failed": true,
1102
"ntests": 31
1103
},
1104
"sage.misc.sage_input": {
1105
"failed": true,
1106
"ntests": 732
1107
},
1108
"sage.misc.sage_unittest": {
1109
"failed": true,
1110
"ntests": 88
1111
},
1112
"sage.misc.sagedoc": {
1113
"failed": true,
1114
"ntests": 103
1115
},
1116
"sage.misc.sageinspect": {
1117
"failed": true,
1118
"ntests": 322
1119
},
1120
"sage.misc.superseded": {
1121
"failed": true,
1122
"ntests": 59
1123
},
1124
"sage.misc.temporary_file": {
1125
"failed": true,
1126
"ntests": 80
1127
},
1128
"sage.misc.timing": {
1129
"failed": true,
1130
"ntests": 35
1131
},
1132
"sage.misc.unknown": {
1133
"ntests": 22
1134
},
1135
"sage.misc.verbose": {
1136
"ntests": 22
1137
},
1138
"sage.misc.viewer": {
1139
"failed": true,
1140
"ntests": 49
1141
},
1142
"sage.misc.weak_dict": {
1143
"failed": true,
1144
"ntests": 251
1145
},
1146
"sage.repl.attach": {
1147
"failed": true,
1148
"ntests": 128
1149
},
1150
"sage.repl.configuration": {
1151
"ntests": 22
1152
},
1153
"sage.repl.display.fancy_repr": {
1154
"failed": true,
1155
"ntests": 27
1156
},
1157
"sage.repl.display.formatter": {
1158
"failed": true,
1159
"ntests": 58
1160
},
1161
"sage.repl.display.jsmol_iframe": {
1162
"ntests": 25
1163
},
1164
"sage.repl.display.pretty_print": {
1165
"failed": true,
1166
"ntests": 21
1167
},
1168
"sage.repl.display.util": {
1169
"ntests": 7
1170
},
1171
"sage.repl.image": {
1172
"failed": true,
1173
"ntests": 42
1174
},
1175
"sage.repl.inputhook": {
1176
"ntests": 7
1177
},
1178
"sage.repl.interface_magic": {
1179
"failed": true,
1180
"ntests": 20
1181
},
1182
"sage.repl.interpreter": {
1183
"failed": true,
1184
"ntests": 114
1185
},
1186
"sage.repl.ipython_extension": {
1187
"failed": true,
1188
"ntests": 80
1189
},
1190
"sage.repl.ipython_kernel.install": {
1191
"failed": true,
1192
"ntests": 35
1193
},
1194
"sage.repl.ipython_kernel.interact": {
1195
"failed": true,
1196
"ntests": 42
1197
},
1198
"sage.repl.ipython_kernel.kernel": {
1199
"failed": true,
1200
"ntests": 12
1201
},
1202
"sage.repl.ipython_kernel.widgets": {
1203
"failed": true,
1204
"ntests": 98
1205
},
1206
"sage.repl.ipython_kernel.widgets_sagenb": {
1207
"failed": true,
1208
"ntests": 77
1209
},
1210
"sage.repl.ipython_tests": {
1211
"failed": true,
1212
"ntests": 26
1213
},
1214
"sage.repl.load": {
1215
"failed": true,
1216
"ntests": 38
1217
},
1218
"sage.repl.preparse": {
1219
"failed": true,
1220
"ntests": 349
1221
},
1222
"sage.repl.rich_output.backend_base": {
1223
"failed": true,
1224
"ntests": 96
1225
},
1226
"sage.repl.rich_output.backend_doctest": {
1227
"ntests": 58
1228
},
1229
"sage.repl.rich_output.backend_emacs": {
1230
"ntests": 15
1231
},
1232
"sage.repl.rich_output.backend_ipython": {
1233
"failed": true,
1234
"ntests": 75
1235
},
1236
"sage.repl.rich_output.buffer": {
1237
"failed": true,
1238
"ntests": 49
1239
},
1240
"sage.repl.rich_output.display_manager": {
1241
"failed": true,
1242
"ntests": 86
1243
},
1244
"sage.repl.rich_output.output_basic": {
1245
"ntests": 47
1246
},
1247
"sage.repl.rich_output.output_browser": {
1248
"ntests": 12
1249
},
1250
"sage.repl.rich_output.output_graphics": {
1251
"ntests": 38
1252
},
1253
"sage.repl.rich_output.output_graphics3d": {
1254
"ntests": 46
1255
},
1256
"sage.repl.rich_output.output_video": {
1257
"ntests": 25
1258
},
1259
"sage.repl.rich_output.preferences": {
1260
"ntests": 68
1261
},
1262
"sage.repl.rich_output.pretty_print": {
1263
"failed": true,
1264
"ntests": 41
1265
},
1266
"sage.repl.rich_output.test_backend": {
1267
"failed": true,
1268
"ntests": 37
1269
},
1270
"sage.rings.ideal": {
1271
"failed": true,
1272
"ntests": 336
1273
},
1274
"sage.rings.integer_fake.pxd": {
1275
"ntests": 1
1276
},
1277
"sage.rings.ring": {
1278
"failed": true,
1279
"ntests": 298
1280
},
1281
"sage.sets.pythonclass": {
1282
"failed": true,
1283
"ntests": 55
1284
},
1285
"sage.structure.category_object": {
1286
"failed": true,
1287
"ntests": 140
1288
},
1289
"sage.structure.coerce": {
1290
"failed": true,
1291
"ntests": 310
1292
},
1293
"sage.structure.coerce_actions": {
1294
"failed": true,
1295
"ntests": 128
1296
},
1297
"sage.structure.coerce_dict": {
1298
"failed": true,
1299
"ntests": 289
1300
},
1301
"sage.structure.coerce_maps": {
1302
"failed": true,
1303
"ntests": 90
1304
},
1305
"sage.structure.debug_options": {
1306
"ntests": 5
1307
},
1308
"sage.structure.dynamic_class": {
1309
"failed": true,
1310
"ntests": 83
1311
},
1312
"sage.structure.element": {
1313
"failed": true,
1314
"ntests": 562
1315
},
1316
"sage.structure.element.pxd": {
1317
"failed": true,
1318
"ntests": 23
1319
},
1320
"sage.structure.element_wrapper": {
1321
"failed": true,
1322
"ntests": 160
1323
},
1324
"sage.structure.factorization": {
1325
"failed": true,
1326
"ntests": 200
1327
},
1328
"sage.structure.factorization_integer": {
1329
"failed": true,
1330
"ntests": 6
1331
},
1332
"sage.structure.factory": {
1333
"failed": true,
1334
"ntests": 99
1335
},
1336
"sage.structure.formal_sum": {
1337
"failed": true,
1338
"ntests": 67
1339
},
1340
"sage.structure.global_options": {
1341
"ntests": 145
1342
},
1343
"sage.structure.indexed_generators": {
1344
"failed": true,
1345
"ntests": 90
1346
},
1347
"sage.structure.list_clone": {
1348
"failed": true,
1349
"ntests": 380
1350
},
1351
"sage.structure.list_clone_demo": {
1352
"ntests": 43
1353
},
1354
"sage.structure.list_clone_timings": {
1355
"ntests": 18
1356
},
1357
"sage.structure.list_clone_timings_cy": {
1358
"ntests": 12
1359
},
1360
"sage.structure.mutability": {
1361
"failed": true,
1362
"ntests": 68
1363
},
1364
"sage.structure.nonexact": {
1365
"failed": true,
1366
"ntests": 11
1367
},
1368
"sage.structure.parent": {
1369
"failed": true,
1370
"ntests": 303
1371
},
1372
"sage.structure.parent_gens": {
1373
"failed": true,
1374
"ntests": 24
1375
},
1376
"sage.structure.parent_old": {
1377
"failed": true,
1378
"ntests": 5
1379
},
1380
"sage.structure.proof.all": {
1381
"ntests": 31
1382
},
1383
"sage.structure.proof.proof": {
1384
"ntests": 50
1385
},
1386
"sage.structure.richcmp": {
1387
"failed": true,
1388
"ntests": 56
1389
},
1390
"sage.structure.richcmp.pxd": {
1391
"ntests": 24
1392
},
1393
"sage.structure.sage_object": {
1394
"failed": true,
1395
"ntests": 84
1396
},
1397
"sage.structure.sequence": {
1398
"failed": true,
1399
"ntests": 183
1400
},
1401
"sage.structure.set_factories": {
1402
"failed": true,
1403
"ntests": 225
1404
},
1405
"sage.structure.set_factories_example": {
1406
"failed": true,
1407
"ntests": 81
1408
},
1409
"sage.structure.support_view": {
1410
"ntests": 38
1411
},
1412
"sage.structure.test_factory": {
1413
"failed": true,
1414
"ntests": 6
1415
},
1416
"sage.structure.unique_representation": {
1417
"failed": true,
1418
"ntests": 226
1419
},
1420
"sage.typeset.ascii_art": {
1421
"failed": true,
1422
"ntests": 24
1423
},
1424
"sage.typeset.character_art": {
1425
"failed": true,
1426
"ntests": 108
1427
},
1428
"sage.typeset.character_art_factory": {
1429
"failed": true,
1430
"ntests": 53
1431
},
1432
"sage.typeset.symbols": {
1433
"failed": true,
1434
"ntests": 28
1435
},
1436
"sage.typeset.unicode_art": {
1437
"failed": true,
1438
"ntests": 18
1439
},
1440
"sage.typeset.unicode_characters": {
1441
"ntests": 27
1442
}
1443
}
1444
1445