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This queue is for tickets about the Data-Sah-JS CPAN distribution.

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Id: 124148
Status: new
Priority: 0/
Queue: Data-Sah-JS

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Owner: Nobody in particular
Requestors: SREZIC [...] cpan.org
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Bug Information
Severity: (no value)
Broken in: 0.87
Fixed in: (no value)



Subject: Random test failures
On some systems the test suite fails. See: http://matrix.cpantesters.org/?dist=Data-Sah-JS+0.87 Right now I see a failure in t/spectest-js.t on a Debian system with perl 5.27.8 running: # not ok 1 - valid (rt=bool) # not ok 2 - valid (rt=str) # ok 3 - validator (rt=full) returns object # not ok 4 - errors (rt=full) # ok 5 - warnings (rt=full) # # 3 failed test(s) # 1..5 # not ok 93 - (tags=clause:xmin, type, type:bool) bool0096: xmin: 1 0
On 2018-01-20 09:52:47, SREZIC wrote: Show quoted text
> On some systems the test suite fails. See: > http://matrix.cpantesters.org/?dist=Data-Sah-JS+0.87 > > Right now I see a failure in t/spectest-js.t on a Debian system with > perl 5.27.8 running: > > # not ok 1 - valid (rt=bool) > # not ok 2 - valid (rt=str) > # ok 3 - validator (rt=full) returns object > # not ok 4 - errors (rt=full) > # ok 5 - warnings (rt=full) > # # 3 failed test(s) > # 1..5 > # not ok 93 - (tags=clause:xmin, type, type:bool) bool0096: > xmin: 1 0
Update: currently it looks like there are no pass reports with Data::Sah::Coerce >= 0.025 installed. Statistical analysis of reports from my smoker systems: **************************************************************** Regression 'mod:Data::Sah::Coerce' **************************************************************** Name Theta StdErr T-stat [0='const'] 1.0000 0.0813 12.30 [1='eq_0.015'] 0.0000 0.1626 0.00 [2='eq_0.016'] 0.0000 0.2571 0.00 [3='eq_0.017'] 0.0000 0.1360 0.00 [4='eq_0.018'] 0.0000 0.1075 0.00 [5='eq_0.020'] -0.1346 0.0880 -1.53 [6='eq_0.021'] -0.0667 0.0927 -0.72 [7='eq_0.022'] 0.0000 0.1466 0.00 [8='eq_0.023'] -0.0519 0.0859 -0.60 [9='eq_0.024'] 0.0000 0.1466 0.00 [10='eq_0.025'] -1.0000 0.1096 -9.12 [11='eq_0.026'] -1.0000 0.2571 -3.89 R^2= 0.468, N= 209, K= 12 **************************************************************** (But R^2 is quite low, so this might still something different...)