udf tests

Author: Wimmerer

test/operations/map.jl

@@ -2,8 +2,11 @@
     m = sprand(5, 5, 0.25)
     n = GBMatrix(m)
     @test map(UnaryOps.LOG, n)[1,1] == map(log, m)[1,1]
-    o = map!(BinaryOps.GT, GBMatrix{Bool}(5, 5),  0.1, n)
+    o = map!(>, GBMatrix{Bool}(5, 5),  0.1, n)
     @test o[1,4] == (0.1 > m[1,4])
-    @test map(BinaryOps.SECOND, n, 1.5)[1,1] == 1.5
+    @test map(second, n, 1.5)[1,1] == 1.5
     @test (n .* 10)[1,1] == n[1,1] * 10
+    # Julia will map over the entire array, rather than just nnz.
+    # so just test [1,1]
+    @test map((x) -> 1.5, n)[1,1] == map((x) -> 1.5, m)[1,1]
 end

test/sparsemat.jl

@@ -19,5 +19,5 @@ using SuiteSparseGraphBLAS.SparseArrayCompat
     @test map(sin, A) ≈ map(sin, B)
     @test map(identity, A) == map(identity, B)
     @test map(cos, A) ≈ map(cos, B)
-
+    @test map((x)-> 1.5*x^2 + 3.0, A) ≈ map((x)-> 1.5*x^2 + 3.0, B)
 end