@@ -15,7 +15,6 @@ using MeasureBase: mintegrate, mintegrate_exp, density_rel, logdensity_rel
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using InverseFunctions: inverse
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using Reexport: @reexport
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-
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@doc raw """
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⋄(f, μ::AbstractMeasure) = pushfwd(f, μ)
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@@ -33,7 +32,6 @@ Also see [`ν ⊙ f`](@ref), the pullback operator.
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⋄ (f, μ:: AbstractMeasure ) = pushfwd (f, μ)
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export ⋄
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-
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@doc raw """
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⊙(ν::AbstractMeasure, f) = pullbck(f, ν)
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@@ -55,7 +53,6 @@ Also see [f ⋄ μ](@ref), the pushforward operator.
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⊙ (ν:: AbstractMeasure , f) = pullbck (f, ν)
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export ⊙
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-
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"""
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μ ▷ k = mbind(k, μ)
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@@ -71,10 +68,9 @@ passing functions as the first argument. `▷`, on the other hand, takes
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its arguments in the order common for monadic binds in functional
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programming (like the Haskell `>>=` operator) and mathematics.
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"""
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- ▷ (μ:: AbstractMeasure ,k) = mbind (k, μ)
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+ ▷ (μ:: AbstractMeasure , k) = mbind (k, μ)
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export ▷
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-
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# ToDo: Use `⨂` instead of `⊗` for better readability?
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"""
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⊗(μs::AbstractMeasure...) = productmeasure(μs)
@@ -86,7 +82,6 @@ See [`productmeasure(μs)`](@ref) for details.
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⊗ (μs:: AbstractMeasure... ) = productmeasure (μs)
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export ⊗
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-
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"""
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∫(f, μ::AbstractMeasure) = mintegrate(f, μ)
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@@ -98,7 +93,6 @@ See [`mintegrate(f, μ)`](@ref) for details.
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∫ (f, μ:: AbstractMeasure ) = mintegrate (f, μ)
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export ∫
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-
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"""
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∫exp(f, μ::AbstractMeasure) = mintegrate_exp(f, μ)
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@@ -110,7 +104,6 @@ See [`mintegrate_exp(f, μ)`](@ref) for details.
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∫exp (f, μ:: AbstractMeasure ) = mintegrate_exp (f, μ)
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export ∫exp
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-
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"""
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𝒹(ν, μ) = density_rel(ν, μ)
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@@ -123,8 +116,6 @@ For details, see [`density_rel(ν, μ)`}(@ref).
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𝒹 (ν, μ:: AbstractMeasure ) = density_rel (ν, μ)
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export 𝒹
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-
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-
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"""
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log𝒹(ν, μ) = logdensity_rel(ν, μ)
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@@ -137,5 +128,4 @@ For details, see [`logdensity_rel(ν, μ)`}(@ref).
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log𝒹 (ν, μ:: AbstractMeasure ) = logdensity_rel (ν, μ)
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export log𝒹
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-
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end # module MeasureOperators
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