Cauchy test 3 #190
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Cauchy test 3 #190
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staplejw
changed the title
Latest master
|
Done in-lining. Failure looks like this now |
JacquesCarette
requested changes
Apr 24, 2018
| #cauchy(0,1/2) | ||
| X1 <~ normal(+0/1, 1/1) | ||
| X2 <~ normal(+0/1, 1/1) | ||
| return X1/X2*(+1/2) |
There was a problem hiding this comment.
So if you rewrite this as 1/X2*X1*(+1/2) then your test will pass.
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OK fixed |
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Failure in: 6:RoundTrip:7:3:t_cauchy_reciprocal_transformation:0
haskell/Tests/TestTools.hs:130
expected:
stdNormal = p <~ normal(nat2real(0), nat2prob(1))
return p
stdCauchy = X1 <~ stdNormal
X2 <~ stdNormal
return X1 / X2
cauchy = fn a real:
fn alpha prob:
X <~ stdCauchy
return a + prob2real(alpha) * X
X <~ cauchy(nat2real(0), 1/2)
return X
but got:
p5 <~ normal(+0/1, 1/1)
p3 <~ normal(+0/1, 1/1)
return p5 / p3 * (+1/2)
Cases: 338 Tried: 293 Errors: 2 Failures: 26
Failure in: 6:RoundTrip:7:3:t_cauchy_reciprocal_transformation:1
haskell/Tests/TestTools.hs:130
expected:
stdNormal = p <~ normal(nat2real(0), nat2prob(1))
return p
stdCauchy = X1 <~ stdNormal
X2 <~ stdNormal
return X1 / X2
cauchy = fn a real:
fn alpha prob:
X <~ stdCauchy
return a + prob2real(alpha) * X
X <~ cauchy(nat2real(0), 1/2)
return X
but got:
p5 <~ normal(+0/1, 1/1)
p3 <~ normal(+0/1, 1/1)
return 1/ p5 * p3 * (+1/2)
Cases: 338 Tried: 294 Errors: 2 Failures: 27
Cases: 338 Tried: 295 Errors: 2 Failures: 27
Cases: 338 Tried: 296 Errors: 2 Failures: 27
Cases: 338 Tried: 297 Errors: 2 Failures: 27