Fix code formatting to match upstream conventions

src/bath_correlation_functions/boson/Underdamped.jl

@@ -16,20 +16,20 @@ Construct an underdamped bosonic bath with Matsubara expansion
 - `bath::BosonBath` : a bosonic bath object with describes the interaction between system and bosonic bath
 """
 function Boson_Underdamped_Matsubara(op, λ::Real, Γ::Real, ω0::Real, kT::Real, N::Int)
-    Ω = sqrt(ω0^2 - (Γ/2)^2)
-    ν = 2π*kT*(1:N)
+    Ω = sqrt(ω0^2 - (Γ / 2)^2)
+    ν = 2π * kT * (1:N)
 
-    η_real = ComplexF64[(λ^2/(4*Ω))*coth((Ω + im*Γ/2)/(2*kT)), (λ^2/(4*Ω))*coth((Ω - im*Γ/2)/(2*kT))]
-    γ_real = ComplexF64[Γ/2 - im*Ω, Γ/2 + im*Ω]
-    η_imag = ComplexF64[(λ^2/(4*Ω))*im, -(λ^2/(4*Ω))*im]
-    γ_imag = ComplexF64[Γ/2 - im*Ω, Γ/2 + im*Ω]
+    η_real = ComplexF64[(λ^2/(4*Ω))*coth((Ω + im * Γ / 2) / (2 * kT)), (λ^2/(4*Ω))*coth((Ω - im * Γ / 2) / (2 * kT))]
+    γ_real = ComplexF64[Γ/2-im*Ω, Γ/2+im*Ω]
+    η_imag = ComplexF64[(λ^2/(4*Ω))*im, -(λ^2 / (4 * Ω))*im]
+    γ_imag = ComplexF64[Γ/2-im*Ω, Γ/2+im*Ω]
 
     if N > 0
         for l in 1:N
-            append!(η_real, -2*λ^2*Γ*kT*ν[l]/(((Ω + im*Γ/2)^2 + ν[l]^2)*((Ω - im*Γ/2)^2 + ν[l]^2)))
+            append!(η_real, -2 * λ^2 * Γ * kT * ν[l] / (((Ω + im * Γ / 2)^2 + ν[l]^2) * ((Ω - im * Γ / 2)^2 + ν[l]^2)))
             append!(γ_real, ν[l])
         end
     end
 
     return BosonBath(op, η_real, γ_real, η_imag, γ_imag)
-end
+end

test/bath_corr_func.jl

@@ -68,14 +68,7 @@
         0.3232 - 0.8171018602353075im,
         0.3232 + 0.8171018602353075im,
     ]
-    types = [
-        "bR",
-        "bR",
-        "bR",
-        "bR",
-        "bRI",
-        "bRI",
-    ]
+    types = ["bR", "bR", "bR", "bR", "bRI", "bRI"]
     @test length(b) == 6
     for (i, e) in enumerate(b)
         @test e.η ≈ η[i] atol = 1.0e-10