ForwardDiff.jl icon indicating copy to clipboard operation
ForwardDiff.jl copied to clipboard

Forward Mode Automatic Differentiation for Julia

Results 187 ForwardDiff.jl issues
Sort by recently updated
recently updated
newest added
trafficstars

Hello, Recently i came across with a problem in which already had a hessian cache, (`HessianConfig` + `DiffResults.HessianResult`), but it seems there aren't any methods for calculating for using `HessianConfig`...

At the moment values/partials give useless (and probably "wrong") answers for complex-duals: ```julia julia> ForwardDiff.value(ForwardDiff.Dual(1,2) + im*ForwardDiff.Dual(3,4)) Dual{Nothing}(1,2) + Dual{Nothing}(3,4)*im julia> ForwardDiff.value(ForwardDiff.Dual(1,2) + im*ForwardDiff.Dual(3,4)) Dual{Nothing}(1,2) + Dual{Nothing}(3,4)*im julia> ForwardDiff.partials(ForwardDiff.Dual(1,2) +...

Hi everyone, As documented in #726, #514, #653 ForwardDiff encounters some difficulty when it comes to differentiating complex functions. The issue is similar to the one in #481 . This...

The following code works: ```jl using ForwardDiff g(x) = [[x^2, sqrt(x)]] println(ForwardDiff.derivative(g, 2)) ``` But this code: ```jl using DiffResults using ForwardDiff g(x) = [[x^2, sqrt(x)]] result = DiffResults.DiffResult(similar(g(2)), similar(g(2)))...

This fixes #714: ``` Testing Running tests... Tag count of Dual{ForwardDiff.Tag{FDPrecompilationIssue.var"#3#4"{Int64}, Int64}}(0,1) is 1 Tag count of Dual{ForwardDiff.Tag{FDPrecompilationIssue.var"#1#2"{ForwardDiff.Dual{ForwardDiff.Tag{FDPrecompilationIssue.var"#3#4"{Int64}, Int64}, Int64, 1}}, ForwardDiff.Dual{ForwardDiff.Tag{FDPrecompilationIssue.var"#3#4"{Int64}, Int64}, Int64, 1}}}(Dual{ForwardDiff.Tag{FDPrecompilationIssue.var"#3#4"{Int64}, Int64}}(0,0),Dual{ForwardDiff.Tag{FDPrecompilationIssue.var"#3#4"{Int64}, Int64}}(0,2)) is 2 Testing...

When calculating hessians with DiffResults and StaticArrays there are unexpected allocations: ``` using DiffResults, ForwardDiff, StaticArrays, BenchmarkTools g = r -> (r[1]^2 - 3) * (r[2]^2 - 2); x =...

Hi, I found an issue when working with precompilation and nested derivatives. The tag count system is setup such that the inner derivative receives a tag with a higher `tagcount`...