corrections

src/Cumulants.jl

@@ -12,5 +12,5 @@ module Cumulants
   #naive implementation
   include("naivecumulants.jl")
 
-  export moment1, cumulants, naivecumulant, naivemoment
+  export moment, cumulants, naivecumulant, naivemoment
 end

src/cumulant.jl

@@ -105,7 +105,7 @@ end
 Returns: SymmetricTensor{Float, m}, a tensor of the m'th moment of X, where b
 is a block size. Calls 1 core or multicore moment function.
 """
-moment1(X::Matrix{T}, m::Int, b::Int=2) where T <: AbstractFloat =
+moment(X::Matrix{T}, m::Int, b::Int=2) where T <: AbstractFloat =
   (nworkers()>1) ? momentnc(X, m, b) : moment1c(X, m, b)
 
 # ---- following code is used to caclulate cumulants in SymmetricTensor form----
@@ -294,7 +294,7 @@ of cumulants of order 2, ..., m-2
 """
 function cumulant(X::Matrix{T}, cum::SymmetricTensor{T}...) where T <: AbstractFloat
   m = length(cum) + 2
-  ret =  moment1(X, m, cum[1].bls)
+  ret =  moment(X, m, cum[1].bls)
   for sigma in 2:div(m, 2)
     ret -= outerprodcum(m, sigma, cum...)
   end

test/runtests.jl

@@ -43,20 +43,20 @@ end
     @test isapprox((pyramidmoment(M, 3))[:, :, 2], [0.142552 -0.0407653; -0.0407653 0.0120729], atol=1.0e-5)
   end
   @testset "2" begin
-    @test Array(moment1(data, 2)) ≈ naivemoment(data, 2)
+    @test Array(moment(data, 2)) ≈ naivemoment(data, 2)
   end
   @testset "3" begin
-    @test Array(moment1(data, 3)) ≈ naivemoment(data, 3)
+    @test Array(moment(data, 3)) ≈ naivemoment(data, 3)
   end
   @testset "4" begin
-    @test Array(moment1(data, 4)) ≈ naivemoment(data, 4)
-    @test Array(moment1(data, 4, 3)) ≈ naivemoment(data, 4)
+    @test Array(moment(data, 4)) ≈ naivemoment(data, 4)
+    @test Array(moment(data, 4, 3)) ≈ naivemoment(data, 4)
   end
 end
 
 @testset "Exceptions" begin
   @testset "Size of blocks" begin
-    @test_throws Exception (DimensionMismatch, moment1(data, 4, 25))
+    @test_throws Exception (DimensionMismatch, moment(data, 4, 25))
     @test_throws Exception (DimensionMismatch, cumulants(data, 3, 25))
   end
 end