Error functions in pure Julia form - #82
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…) in pure Julia form
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Do also see the discussion in #52 |
simonbyrne
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May 14, 2018
| ysquared = y^2 | ||
| numerator = a[5]*ysquared | ||
| denominator = ysquared | ||
| for i in 1:3 |
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this should use the @horner macro from Base, e.g. like https://github.com/JuliaLang/julia/blob/9ac2dfa09f0016c47fd14c0c2258a70274c19e69/base/special/trig.jl
simonbyrne
reviewed
May 14, 2018
| using Base.Math: @horner, libm | ||
| using Base.MPFR: ROUNDING_MODE | ||
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| function ErrFunApprox(x::Float64,iserfc::Bool,result::Float64) |
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simonbyrne
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May 14, 2018
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| xxbig = 27.2e+0 | ||
| Maximum = 2.53e+307 | ||
| _HUGE = 6.71e+7 |
simonbyrne
reviewed
May 14, 2018
| result = ysquared*(numerator+pp[5])/(denominator+qq[5]) | ||
| result = (InvSqrtPI-result)/y | ||
| ysquared = trunc(y*16.0)/16.0 | ||
| del = (y-ysquared)*(y+ysquared) |
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a comment to explain what this is doing
ararslan
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May 14, 2018
| function ErrFunApprox(x::Float64,iserfc::Bool,result::Float64) | ||
| if isinf(x) | ||
| if x > 0 | ||
| return iserfc?0.0:1.0 |
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Ternaries need spaces in 0.7, so this should be iserfc ? 0.0 : 1.0
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Hello everyone, I'm a prospective applicant of GSoC this year, and I'm interested in developing error functions in pure Julia form as GSoC in julialang.org says.
Here I write some code of error functions in pure Julia form, which is adapted from https://github.com/simonbyrne/apple-libm. And it has passed tests. Hope you will find it's useful!
Let me have a brief self-introduction of myself. I'm now a senior year undergraduate student major in geophysics and dual major in computer science. And this year I will pursue my PhD degree in the United States. So I should have enough time and required background to do this project. Hope I could be chosen into the project!