remove Abs/Laplacian

JuliaApproximation · Jan 26, 2025 · 0b74c33 · 0b74c33
1 parent a8eee56
commit 0b74c33
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Showing 2 changed files with 7 additions and 7 deletions.
diff --git a/src/HarmonicOrthogonalPolynomials.jl b/src/HarmonicOrthogonalPolynomials.jl
@@ -13,7 +13,7 @@ import FastTransforms: Plan, interlace
 import QuasiArrays: LazyQuasiMatrix, LazyQuasiArrayStyle
 import InfiniteArrays: InfStepRange, RangeCumsum
 
-export SphericalHarmonic, UnitSphere, SphericalCoordinate, RadialCoordinate, Block, associatedlegendre, RealSphericalHarmonic, sphericalharmonicy, Laplacian, AbsLaplacianPower, abs, -, ^, AngularMomentum
+export SphericalHarmonic, UnitSphere, SphericalCoordinate, RadialCoordinate, Block, associatedlegendre, RealSphericalHarmonic, sphericalharmonicy, abs, -, ^, AngularMomentum
 cardinality(::Sphere) = ℵ₁
 
 include("multivariateops.jl")

diff --git a/test/runtests.jl b/test/runtests.jl
@@ -381,25 +381,25 @@ end
     α = 1/3
     S = SphericalHarmonic()
     Sxyz = axes(S,1)
-    SΔα = AbsLaplacianPower(Sxyz,α)
+    SΔα = AbsLaplacian(Sxyz,α)
     Δ = Laplacian(Sxyz)
     @test copy(SΔα) == SΔα
-    @test SΔα isa AbsLaplacianPower
+    @test SΔα isa AbsLaplacian
     @test SΔα isa QuasiArrays.LazyQuasiMatrix
     @test axes(SΔα) == (axes(S,1),axes(S,1))
-    @test abs(Δ) == -Δ == AbsLaplacianPower(axes(Δ,1),1)
+    @test abs(Δ) == -Δ == AbsLaplacian(axes(Δ,1),1)
     @test abs(Δ)^α == SΔα
     # Set 2
     α = 7/13
     S = SphericalHarmonic()
     Sxyz = axes(S,1)
-    SΔα = AbsLaplacianPower(Sxyz,α)
+    SΔα = AbsLaplacian(Sxyz,α)
     Δ = Laplacian(Sxyz)
     @test copy(SΔα) == SΔα
-    @test SΔα isa AbsLaplacianPower
+    @test SΔα isa AbsLaplacian
     @test SΔα isa QuasiArrays.LazyQuasiMatrix
     @test axes(SΔα) == (axes(S,1),axes(S,1))
-    @test abs(Δ) == -Δ == AbsLaplacianPower(axes(Δ,1),1)
+    @test abs(Δ) == -Δ == AbsLaplacian(axes(Δ,1),1)
     @test abs(Δ)^α == SΔα
 end