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fgittinsChrisRackauckas
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Add Alefeld method to documentation page
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docs/src/native/bracketingnonlinearsolve.md

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@@ -12,11 +12,11 @@ These methods are suited for interval (scalar) root-finding problems,
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i.e. [`IntervalNonlinearProblem`](@ref).
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```@docs
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ITP
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Alefeld
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Bisection
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Falsi
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Ridder
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Brent
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Falsi
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ITP
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Muller
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Ridder
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```

docs/src/solvers/bracketing_solvers.md

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@@ -31,9 +31,10 @@ This gives a robust and fast method, which therefore enjoys considerable popular
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These methods are automatically included as part of NonlinearSolve.jl. Though, one can use
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BracketingNonlinearSolve.jl directly to decrease the dependencies and improve load time.
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- [`ITP`](@ref): A non-allocating ITP (Interpolate, Truncate & Project) method
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- [`Falsi`](@ref): A non-allocating regula falsi method
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- [`Alefeld`](@ref): A non-allocating Alefeld method
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- [`Bisection`](@ref): A common bisection method
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- [`Ridder`](@ref): A non-allocating Ridder method
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- [`Brent`](@ref): A non-allocating Brent method
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- [`Falsi`](@ref): A non-allocating regula falsi method
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- [`ITP`](@ref): A non-allocating ITP (Interpolate, Truncate & Project) method
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- [`Muller`](@ref): A non-allocating Muller's method
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- [`Ridder`](@ref): A non-allocating Ridder method

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