DualNumbers.jl

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now `div()` and `rem()` are not supported: ``` julia> x = Dual(1.1, 2.2); julia> y = Dual(3.3, 4.4); julia> div(y, x) ERROR: MethodError: no method matching div(::Dual128, ::Dual128, ::RoundingMode{:ToZero}) julia>...

githubtomtom

Complex Differentiation

5

I'd really like to be able to differentiate complex functions with ForwardDiff. For almost all analytic functions, the derivative can be taken in the same way as in the real...

akriegman

Transfer DualNumbers implementation from ForwardDiff

6

Well, I looked at https://github.com/JuliaDiff/DualNumbers.jl/issues/45, so I thought this PR might help. The code is basically the same, but I exported `Dual`, `value` and `partials`. I also added pretty printing,...

ranjanan

https://github.com/JuliaDiff/DualNumbers.jl/blob/4603cc1e07dc6363d394875046bca74cd7ce6fc6/src/dual.jl#L178

rcalxrc08

MikaelSlevinsky

This matches the docstring of `complex`, so now ```julia julia> typeof(complex(zero(Dual128))) == complex(Dual128) true ```

jishnub

This package works a treat for evaluating the derivative functions at complex locations: ``` julia> using DualNumbers julia> f(x) = (1, -2 *x) .* exp(-x^2) # value and derivative f...

jwscook

fix some floating-point logic

8

According to the Julia Base docs, `==` for floating-point types should fail for `NaN`s but not for zeros with opposite signs and `isequal` should have the opposite behaviour for these...

MikaelSlevinsky

Added zero, iszero, one, isone to dual

1

adamnemecek

I noticed, in Julia 1.0.0, the following: ```julia julia> @show imε; imε = imɛ ``` The output produced by the `@show` macro uses 2 different characters for the epsilon: first,...

cnaak