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Process completed with exit code 1.

[JuliaFormatter] reported by reviewdog 🐶 Raw Output: src/quadratic_newton_symm.jl:8:-struct SymmetricQuadraticOTNewtonAS{T<:Real,K<:Real,D<:Real,ST<:AbstractSparseArray, IT, JT} <: QuadraticOT src/quadratic_newton_symm.jl:8:+struct SymmetricQuadraticOTNewtonAS{ src/quadratic_newton_symm.jl:9:+ T<:Real,K<:Real,D<:Real,ST<:AbstractSparseArray,IT,JT src/quadratic_newton_symm.jl:10:+} <: QuadraticOT

[JuliaFormatter] reported by reviewdog 🐶 Raw Output: src/quadratic_newton_symm.jl:18:-Base.show(io::IO, ::SymmetricQuadraticOTNewtonAS) = print(io, "Symmetric semi-smooth Newton algorithm (active set)") src/quadratic_newton_symm.jl:20:+function Base.show(io::IO, ::SymmetricQuadraticOTNewtonAS) src/quadratic_newton_symm.jl:21:+ return print(io, "Symmetric semi-smooth Newton algorithm (active set)") src/quadratic_newton_symm.jl:22:+end

[JuliaFormatter] reported by reviewdog 🐶 Raw Output: src/quadratic_newton_symm.jl:68:- G = Diagonal(vec(sum(σ; dims=2))) + σ + δ*I src/quadratic_newton_symm.jl:72:+ G = Diagonal(vec(sum(σ; dims=2))) + σ + δ * I

[JuliaFormatter] reported by reviewdog 🐶 Raw Output: src/quadratic_newton_symm.jl:73:- δu .= x src/quadratic_newton_symm.jl:77:+ return δu .= x

[JuliaFormatter] reported by reviewdog 🐶 Raw Output: src/quadratic_newton_symm.jl:99:- src/quadratic_newton_symm.jl:103:+

[JuliaFormatter] reported by reviewdog 🐶 Raw Output: src/quadratic_newton_symm.jl:107:- G += Diagonal(vec(sum(σ; dims=2)) .+ δ) src/quadratic_newton_symm.jl:111:+ G += Diagonal(vec(sum(σ; dims=2)) .+ δ)

[JuliaFormatter] reported by reviewdog 🐶 Raw Output: src/quadratic_newton_symm.jl:112:- δu .= x src/quadratic_newton_symm.jl:116:+ return δu .= x

[JuliaFormatter] reported by reviewdog 🐶 Raw Output: src/quadratic_newton_symm.jl:134:- return norm(NNlib.relu.(u .+ u' .- C))^2 / 2 - 2*ε * dot(μ, u) src/quadratic_newton_symm.jl:138:+ return norm(NNlib.relu.(u .+ u' .- C))^2 / 2 - 2 * ε * dot(μ, u)

[JuliaFormatter] reported by reviewdog 🐶 Raw Output: src/quadratic_newton_symm.jl:138:- d = -eps * (2*dot(δu, μ)) + eps * dot(γ, δu .+ δu') src/quadratic_newton_symm.jl:142:+ d = -eps * (2 * dot(δu, μ)) + eps * dot(γ, δu .+ δu')