Merge pull request #383 from SciML/ChrisRackauckas-patch-2

Remove hardcoded Float64s in AkimaInterpolation

src/interpolation_caches.jl

@@ -280,16 +280,16 @@ function AkimaInterpolation(
     m[end - 1] = 2m[end - 2] - m[end - 3]
     m[end] = 2m[end - 1] - m[end - 2]
 
-    b = 0.5 .* (m[4:end] .+ m[1:(end - 3)])
+    b = (m[4:end] .+ m[1:(end - 3)]) ./ 2
     dm = abs.(diff(m))
     f1 = dm[3:(n + 2)]
     f2 = dm[1:n]
     f12 = f1 + f2
     ind = findall(f12 .> 1e-9 * maximum(f12))
     b[ind] = (f1[ind] .* m[ind .+ 1] .+
               f2[ind] .* m[ind .+ 2]) ./ f12[ind]
-    c = (3.0 .* m[3:(end - 2)] .- 2.0 .* b[1:(end - 1)] .- b[2:end]) ./ dt
-    d = (b[1:(end - 1)] .+ b[2:end] .- 2.0 .* m[3:(end - 2)]) ./ dt .^ 2
+    c = (3 .* m[3:(end - 2)] .- 2 .* b[1:(end - 1)] .- b[2:end]) ./ dt
+    d = (b[1:(end - 1)] .+ b[2:end] .- 2 .* m[3:(end - 2)]) ./ dt .^ 2
 
     A = AkimaInterpolation(
         u, t, nothing, b, c, d, extrapolation_left,

test/interface.jl

@@ -55,3 +55,15 @@ end
         @inferred QuinticHermiteSpline(ddu, du, u, t)
     end
 end
+
+@testset "Output Type" begin
+        # Test consistency between eltype(u) and type of the output
+    u = Float32[-0.676367f0, 0.8449812f0, 1.2366607f0, -0.13347931f0, 1.9928657f0,
+        -0.63596356f0, 0.76009744f0, -0.30632544f0, 0.34649512f0, -0.3846099f0]
+    t = 0.1f0:0.1f0:1.0f0
+    for extrapolation_flag in instances(ExtrapolationType.T)
+        (extrapolation_flag == ExtrapolationType.None) && continue
+        aki = AkimaInterpolation(u, t; extrapolation = extrapolation_flag)
+        @test eltype(aki.([-2.0f0, 0.5f0, 3.0f0])) == Float32
+    end
+end