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fixed documentation
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src/tensorci2.jl

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@@ -632,7 +632,7 @@ Notes:
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- By default, no caching takes place. Use the [`CachedFunction`](@ref) wrapper if your function is expensive to evaluate.
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See also: [`crossinterpolate2`](@ref), [`optfirstpivot`](@ref), [`CachedFunction`](@ref), [`crossinterpolate`](@ref)
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See also: [`crossinterpolate2`](@ref), [`optfirstpivot`](@ref), [`CachedFunction`](@ref), [`crossinterpolate1`](@ref)
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"""
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function optimize!(
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tci::TensorCI2{ValueType},
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- By default, no caching takes place. Use the [`CachedFunction`](@ref) wrapper if your function is expensive to evaluate.
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See also: [`optimize!`](@ref), [`optfirstpivot`](@ref), [`CachedFunction`](@ref), [`crossinterpolate`](@ref)
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See also: [`optimize!`](@ref), [`optfirstpivot`](@ref), [`CachedFunction`](@ref), [`crossinterpolate1`](@ref)
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"""
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function crossinterpolate2(
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::Type{ValueType},

src/util.jl

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@@ -69,11 +69,11 @@ Optimize the first pivot for a tensor cross interpolation.
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Arguments:
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- `f` is function to be interpolated.
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- `localdims::Union{Vector{Int},NTuple{N,Int}}` determines the local dimensions of the function parameters (see [`crossinterpolate`](@ref)).
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- `localdims::Union{Vector{Int},NTuple{N,Int}}` determines the local dimensions of the function parameters (see [`crossinterpolate1`](@ref)).
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- `fistpivot::MultiIndex=ones(Int, length(localdims))` is the starting point for the optimization. It is advantageous to choose it close to a global maximum of the function.
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- `maxsweep` is the maximum number of optimization sweeps. Default: `1000`.
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See also: [`crossinterpolate`](@ref)
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See also: [`crossinterpolate1`](@ref)
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"""
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function optfirstpivot(
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f,

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