remove show test

Author: heltonmc

src/besselj.jl

@@ -8,7 +8,6 @@
 #    where r1 and r2 are zeros of J0
 #    and P3 and Q8 are a 3 and 8 degree polynomial respectively
 #    Polynomial coefficients are from [1] which is based on [2]
-#    See [1] for more details and [2] for coefficients of polynomials.
 #    For tiny arugments the power series expansion is used.
 #
 #    Branch 2: 5.0 < x < 75.0

src/bessely.jl

@@ -7,8 +7,7 @@
 #              bessely0 = R(x^2) + 2*log(x)*besselj0(x) / pi
 #    where r1 and r2 are zeros of J0
 #    and P3 and Q8 are a 3 and 8 degree polynomial respectively
-#    Polynomial coefficients are from [1] which is based on [2]
-#    See [1] for more details and [2] for coefficients of polynomials.
+#    Polynomial coefficients are from [1] which is based on [2].
 #    For tiny arugments the power series expansion is used.
 #
 #    Branch 2: 5.0 < x < 75.0

test/besselj_test.jl

@@ -15,7 +15,6 @@ j0_big = besselj0.(big.(x))
 @test j0_big[1] isa BigFloat
 
 # test against SpecialFunctions.jl
-@show maximum(abs.(j0_64 .- j0_SpecialFunctions))
 @test j0_32 ≈ j0_SpecialFunctions
 
 # BigFloat precision only computed to 128 bits