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src/optimizer.jl

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@@ -3,7 +3,7 @@
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OptimOptimizer <: AbstractDistributionFitOptimizer
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set_optimizer(::AbstractDistributionFitOptimizer)
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`DistributionFits.jl` uses the following interface to opimize an univariate
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`DistributionFits.jl` uses the following interface to optimize an univariate
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function `f` on bounded interval `[lower,upper]`:
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optimize(f, ::AbstractDistributionFitOptimizer, lower, upper)

src/univariate/continuous/lognormal.jl

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@@ -27,7 +27,7 @@ function fit_mean_quantile(::Type{LogNormal{T}}, mean::Real, qp::QuantilePoint)
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# solution of
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# (1) mean = exp(mu + sigma^2/2)
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# (2) upper = mu + sigmaFac sigma
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# see R packaage lognorm inst/doc/coefLognorm.Rmd for derivation
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# see R package lognorm inst/doc/coefLognorm.Rmd for derivation
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sigmaFac = quantile(Normal(), qp.p)
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m = log(mean)
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discr = sigmaFac^2 - 2 * (log(qp.q) - m)
@@ -44,7 +44,7 @@ function fit_mode_quantile(::Type{LogNormal{T}}, mode::Real, qp::QuantilePoint)
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# solution of
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# (1) mle = exp(mu - sigma^2)
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# (2) upper = mu + sigmaFac sigma
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# see R packaage lognorm inst/doc/coefLognorm.Rmd for derivation
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# see R package lognorm inst/doc/coefLognorm.Rmd for derivation
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sigmaFac = quantile(Normal(), qp.p)
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m = log(mode)
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discr = sigmaFac^2 / 4 + (log(qp.q) - m)

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