updating code to current personal preferences

src/bivariate.jl

@@ -20,15 +20,13 @@ end
 function Base.show(io::IO, o::Ash2)
     println(io, "Ash2")
     f, l, s = round.((first(o.rngx), last(o.rngx), step(o.rngx)), digits=4)
-    print(io, "X:")
-    println(io, "  > edges  | $f : $s : $l")
-    println(io, "    > kernel | $(o.kernelx)")
-    println(io, "    > m      | $(o.mx)")
+    println(io, "X:  • edges  | $f : $s : $l")
+    println(io, "    • kernel | $(o.kernelx)")
+    println(io, "    • m      | $(o.mx)")
     f, l, s = round.((first(o.rngy), last(o.rngy), step(o.rngy)), digits=4)
-    print(io, "Y:")
-    println(io, "  > edges  | $f : $s : $l")
-    println(io, "    > kernel | $(o.kernely)")
-    println(io, "    > m      | $(o.my)")
+    println(io, "Y:  • edges  | $f : $s : $l")
+    println(io, "    • kernel | $(o.kernely)")
+    println(io, "    • m      | $(o.my)")
     print(io, UnicodePlots.spy(reverse(o.z, dims=1)).graphics)
 end
 

src/kernels.jl

@@ -1,14 +1,13 @@
 module Kernels
-in_range(u) = abs(u) ≤ 1
-
-biweight(u)         = in_range(u) ? (1.0 - u ^ 2) ^ 2 : 0.0
-cosine(u)           = in_range(u) ? cos(0.5 * π * u) : 0.0
-epanechnikov(u)     = in_range(u) ? 1.0 - u ^ 2 : 0.0
-triangular(u)       = in_range(u) ? 1.0 - abs(u) : 0.0
-tricube(u)          = in_range(u) ? (1.0 - abs(u) ^ 3) ^ 3 : 0.0
-triweight(u)        = in_range(u) ? (1.0 - u ^ 2) ^ 3 : 0.0
-uniform(u)          = in_range(u) ? 0.5 : 0.0
+biweight(u)         = abs(u) ≤ 1 ? (1.0 - u ^ 2) ^ 2 : 0.0
+cosine(u)           = abs(u) ≤ 1 ? cos(0.5 * π * u) : 0.0
+epanechnikov(u)     = abs(u) ≤ 1 ? 1.0 - u ^ 2 : 0.0
+triangular(u)       = abs(u) ≤ 1 ? 1.0 - abs(u) : 0.0
+tricube(u)          = abs(u) ≤ 1 ? (1.0 - abs(u) ^ 3) ^ 3 : 0.0
+triweight(u)        = abs(u) ≤ 1 ? (1.0 - u ^ 2) ^ 3 : 0.0
+uniform(u)          = abs(u) ≤ 1 ? 0.5 : 0.0
 
+# Kernels that don't require -1 ≤ u ≤ 1.
 gaussian(u) = exp(-0.5 * u ^ 2)
 logistic(u) = 1.0 / (exp(u) + 2.0 + exp(-u))
 end

src/univariate.jl

@@ -13,10 +13,10 @@ end
 function Base.show(io::IO, ::MIME"text/plain", o::Ash)
     println(io, "Ash")
     f, l, s = round.((first(o.rng), last(o.rng), step(o.rng)), digits=4)
-    println(io, "  > edges  | $f : $s : $l")
-    println(io, "  > kernel | $(o.kernel)")
-    println(io, "  > m      | $(o.m)")
-    println(io, "  > nobs   | $(o.nobs)")
+    println(io, "  • edges  | $f : $s : $l")
+    println(io, "  • kernel | $(o.kernel)")
+    println(io, "  • m      | $(o.m)")
+    println(io, "  • nobs   | $(o.nobs)")
     x, y = xy(o)
     inds = findall(x -> x != 0, y)
     print(io, UnicodePlots.lineplot(x[inds], y[inds]; grid = false))