Code coverage tests

This page documents the degree to which the PARI/GP source code is tested by our public test suite, distributed with the source distribution in directory src/test/. This is measured by the gcov utility; we then process gcov output using the lcov frond-end.

We test a few variants depending on Configure flags on the pari.math.u-bordeaux.fr machine (x86_64 architecture), and agregate them in the final report:

The target is to exceed 90% coverage for all mathematical modules (given that branches depending on DEBUGLEVEL or DEBUGMEM are not covered). This script is run to produce the results below.

LCOV - code coverage report
Current view: top level - basemath - FpXQX_factor.c (source / functions) Coverage Total Hit
Test: PARI/GP v2.18.1 lcov report (development 31041-bd73e9fcdd) Lines: 82.6 % 1977 1633
Test Date: 2026-07-22 22:45:42 Functions: 82.2 % 157 129
Legend: Lines:     hit not hit

Function Name Sort by function name Hit count Sort by function hit count
F2xqX_Frobenius 0
F2xqX_ddf 0
F2xqX_nbroots 0
F2xqX_split_part 0
Flx_ffintersect 0
Flx_rootsff 0
FlxqX_Berlekamp_i 0
FlxqX_Berlekamp_ker_i 0
FlxqX_ddf 0
FlxqX_nbfact_Frobenius 0
FlxqX_split_Berlekamp 0
Flxq_ffisom_inv 0
FpXQX_Berlekamp_i 0
FpXQX_Berlekamp_ker_i 0
FpXQX_edf_simple 0
FpXQX_factor_Berlekamp 0
FpXQX_factor_Berlekamp_i 0
FpXQX_nbfact 0
FpXQX_nbfact_Frobenius 0
FpXQX_split_Berlekamp 0
FpX_factorff 0
FpX_nbfactff 0
FpX_rootsff 0
FqX_nbfact 0
err_FpXQ 0
factorff 0
polrootsff 0
rootmod0 0
FpXQX_ddf 7
FpXQX_ddf_raw 7
FpXQX_edf 8
err_Flxq 14
sqf_to_fact 14
FpXQX_factor_Shoup 22
FpXQX_edf_rec 23
factormodDDF 28
FlxqX_factor_squarefree 35
FpM_Frobenius_pow 35
FpXQX_roots_mult 35
factormodSQF 35
F2xqX_ddf_init 42
F2xqX_degfact 42
FlxqX_ddf_i 42
FlxqX_degfact 42
FpXQX_degfact 42
FpXQX_degfact_raw 42
FpXQX_factor_squarefree 42
FpXQX_factor_2 43
FpXQX_ddf_i 49
F2xqX_ispower 56
FpX_factorff_i 63
FpXQX_ddf_Shoup 71
FlxqX_factor_squarefree_pre 77
FpXQX_roots_ddf 83
F2xqX_ddf_i 91
FlxqX_ispower 98
FpXQX_ispower 98
F2xqX_factor 133
FlxqX_edf 146
FlxqX_nbfact_by_degree 147
F2xqX_edf_simple 168
FpXQX_factor_Cantor 177
FpX_FpM_FpC_eval 182
FpX_intersect_ker 182
FlxqX_factor 187
FpXQX_ddf_degree 187
to_Fq_fact 189
FpXQX_factor_Yun 210
FqX_ispower 210
FpXQXQ_halfFrobenius 217
to_FqC 224
FlxqX_ddf_degree 233
F2xqX_factor_Shoup 252
to_Fq_pol 252
F2xqX_ddf_Shoup 294
FpX_rootsff_i 308
FpX_factorgalois 322
FpX_ffintersect 322
FlxqX_factor_Shoup 342
RgX_to_FFX 350
FlxqX_edf_simple 357
FlxqX_edf_rec 362
FpXQX_Frobenius 388
Flm_Frobenius_pow 399
FlxqXQ_halfFrobenius 414
F2x_factorff_i 420
FpXQXQ_Frobenius 493
FlxqX_ddf_Shoup 531
FE_concat 553
F2xqX_factor_2 574
FpXQ_ffisom_inv 588
FlxqX_Frobenius 594
FlxqX_invFrobenius 595
FlxqX_Frobenius_deflate 658
FlxqX_factor_2 720
FpXQX_quad_roots 845
FpXQX_roots_split 922
factmod 924
FpXQXQ_halfFrobenius_i 1184
F2xqX_factor_Cantor 1281
FpXQX_nbroots 1673
FpXQX_split_part 1736
FpXQX_roots_edf 1881
FpXQX_easyroots 2564
isabsolutepol 2649
FpX_ffisom 2880
Flx_ffisom 2922
Flxq_ffisom_inv_pre 2922
to_Fq 4851
Flx_nbfactff 7084
FlxqX_nbfact 7084
simpleff_to_nbfact 7084
FlxqX_nbroots 8188
FpXQX_is_squarefree 8813
F2xqX_Frobenius_deflate 9247
FlxqX_roots_split 9387
FlxqX_split_part 9908
FlxqX_Frobenius_pre 10691
FlxqX_is_squarefree 11562
F2xqX_quad_roots 11683
Flx_factorff_i 12019
FlxqXQ_halfFrobenius_i 12110
FlxqX_factor_Cantor 12675
FpXQX_factor 13813
FpXQX_factor_i 13813
FlxqX_quad_roots 14427
F2x_rootsff_i 16647
F2xX_to_F2x 17067
FpXQX_roots 24714
FpXQX_roots_i 24714
Flx_rootsff_i 30099
FpX_factorff_irred 32878
Flx_intersect_ker 39264
Flx_Flm_Flc_eval 40339
Flx_factorgalois 40514
Flx_ffintersect_pre 43450
FlxqX_roots 46434
simplefactmod 47975
factormod0 48451
ff_parse_Tp 49529
F2xqX_roots_edf 50041
FlxqX_roots_edf 53213
FlxqX_factor_squarefree_i 59927
FlxqX_roots_ddf 63847
FlxqX_roots_i 66432
FlxqXQ_Frobenius 70052
F2xqXQ_Frobenius 70565
F2xqX_factor_squarefree 71328
F2xqX_roots 71391
F2xqX_roots_i 75507
F2xqX_roots_ddf 80911
polrootsmod 103677
Flx_factorff_irred 111831
FqX_nbroots 122997
factmod_init 152639
FlxqX_easyroots 183450
F2xqX_easyroots 206417

Generated by: LCOV version 2.0-1