fixed GLMakie compatibility bug

Project.toml

@@ -1,7 +1,7 @@
 name = "Fatou"
 uuid = "5f923234-c850-556d-bb4f-28324fa1959a"
 authors = ["Michael Reed"]
-version = "1.1.2"
+version = "1.1.3"
 
 [deps]
 ColorSchemes = "35d6a980-a343-548e-a6ea-1d62b119f2f4"

src/Fatou.jl

@@ -377,7 +377,7 @@ function __init__()
             !bare && print(io,String(K))
         end
     end
-    @require Makie="ee78f7c6-11fb-53f2-987a-cfe4a2b5a57a" include("makie.jl")
+    @require AbstractPlotting="537997a7-5e4e-5d89-9595-2241ea00577e" include("makie.jl")
     @require PyPlot="d330b81b-6aea-500a-939a-2ce795aea3ee" include("pyplot.jl")
     @require UnicodePlots="b8865327-cd53-5732-bb35-84acbb429228" include("uniplots.jl")
 end

src/makie.jl

@@ -3,75 +3,75 @@
 
 import ColorSchemes
 
-Makie.plot(K::FilledSet;bare=false,args...) = Makie.heatmap(K;bare=bare,args...)
+AbstractPlotting.plot(K::FilledSet;bare=false,args...) = AbstractPlotting.heatmap(K;bare=bare,args...)
 
 for plt ∈ (:contour,:contourf,:heatmap)
     plt! = Symbol(plt,:!)
-    @eval function Makie.$plt(K::FilledSet;bare::Bool=false,args...)
-        scene, layout = Makie.layoutscene()
+    @eval function AbstractPlotting.$plt(K::FilledSet;bare::Bool=false,args...)
+        scene, layout = AbstractPlotting.layoutscene()
         ax = layout[1,1] = if K.meta.newt 
-            Makie.Axis(scene,title=String(K),ylabel="Fatou set: z ↦ z-m×f(z)/f'(z)")
+            AbstractPlotting.Axis(scene,title=String(K),ylabel="Fatou set: z ↦ z-m×f(z)/f'(z)")
         else
-            Makie.Axis(scene,title=String(K))
+            AbstractPlotting.Axis(scene,title=String(K))
         end
-        plt = Makie.$plt!(ax,K;args...)
-        layout[1,2] = Makie.Colorbar(scene,plt;width=30)
+        plt = AbstractPlotting.$plt!(ax,K;args...)
+        layout[1,2] = AbstractPlotting.Colorbar(scene,plt;width=30)
         return scene
     end
-    @eval function Makie.$plt!(ax,K::FilledSet;bare::Bool=false,args...)
-        !haskey(args,:colormap) && !isempty(K.meta.cmap) && (return Makie.$plt!(ax,K;bare=bare,colormap=Symbol(K.meta.cmap),args...))
+    @eval function AbstractPlotting.$plt!(ax,K::FilledSet;bare::Bool=false,args...)
+        !haskey(args,:colormap) && !isempty(K.meta.cmap) && (return AbstractPlotting.$plt!(ax,K;bare=bare,colormap=Symbol(K.meta.cmap),args...))
         r1,r2 = ranges(K)
         Z = $(plt≠:heatmap ? :(transpose(K.meta.iter ? K.iter : K.mix)) : :(reverse(transpose(K.meta.iter ? K.iter : K.mix),dims=2)))
         if bare
-            Makie.$plt!(ax,r1,r2,Z;args...)
+            AbstractPlotting.$plt!(ax,r1,r2,Z;args...)
         else
-            Makie.$plt!(ax,r1,r2,Z;axis=(title=String(K),),args...)
+            AbstractPlotting.$plt!(ax,r1,r2,Z;axis=(title=String(K),),args...)
         end
     end
 end # center!(scene)
 
-function Makie.surface(K::FilledSet;bare::Bool=false,args...)
-    !haskey(args,:colormap) && !isempty(K.meta.cmap) && (return Makie.surface(K;bare=bare,colormap=Symbol(K.meta.cmap),args...))
+function AbstractPlotting.surface(K::FilledSet;bare::Bool=false,args...)
+    !haskey(args,:colormap) && !isempty(K.meta.cmap) && (return AbstractPlotting.surface(K;bare=bare,colormap=Symbol(K.meta.cmap),args...))
     r1,r2 = ranges(K)
     Z = reverse(reverse(transpose(K.meta.iter ? K.iter : K.mix),dims=1),dims=2)
     if bare
-        Makie.surface(reverse(r1),r2,Z;(xreversed=true,)args...)
+        AbstractPlotting.surface(reverse(r1),r2,Z;(xreversed=true,)args...)
     else
-        Makie.surface(reverse(r1),r2,Z;axis=(title=String(K),xreversed=true),args...)
+        AbstractPlotting.surface(reverse(r1),r2,Z;axis=(title=String(K),xreversed=true),args...)
     end
 end
 
-function Makie.arrows(K::FilledSet;bare::Bool=false,args...)
+function AbstractPlotting.arrows(K::FilledSet;bare::Bool=false,args...)
     r1,r2 = ranges(K)
     Z = transpose(K.set.Ω)
-    Makie.arrows(r1,r2,real.(Z),imag.(Z);args...)
+    AbstractPlotting.arrows(r1,r2,real.(Z),imag.(Z);args...)
 end
 
 function orbit(E,f::Function,bi::Matrix{Float64},orb::Int=0,depth::Int=1,incr::Int=384)
     x,N,N2,orbit,bis = real_orb(E,f,bi,orb,depth,incr)
     # setup plot
     funs,funt = ~(orb == 0) ? (["ϕ(x₀₋ₙ)"],", IC: x₀ = $(bis[3]), n∈0:$orb") : ([],"")
-    scene, layout = Makie.layoutscene()
-    ax = layout[1,1] = Makie.Axis(scene,title="x ↦ $E$funt")
+    scene, layout = AbstractPlotting.layoutscene()
+    ax = layout[1,1] = AbstractPlotting.Axis(scene,title="x ↦ $E$funt")
     # plot background lines
-    plt = [Makie.lines!(ax,x[:],N[:,1];linestyle=:dash),
-    Makie.lines!(ax,x[:],N[:,2]),
+    plt = [AbstractPlotting.lines!(ax,x[:],N[:,1];linestyle=:dash),
+    AbstractPlotting.lines!(ax,x[:],N[:,2]),
     # plot orbit cobweb path
-    Makie.lines!(ax,orbit[:,1],orbit[:,2];color=:red)]
+    AbstractPlotting.lines!(ax,orbit[:,1],orbit[:,2];color=:red)]
     # plot f^2,f^3,f^4,...
     for h ∈ 3:depth+1
-        push!(plt,Makie.lines!(ax,x,N[:,h];linewidth=1,color=ColorSchemes.tab10[h>5 ? h-1 : h-2]))
+        push!(plt,AbstractPlotting.lines!(ax,x,N[:,h];linewidth=1,color=ColorSchemes.tab10[h>5 ? h-1 : h-2]))
     end
     if orb≠0
         ran = range(bi[1],stop=bi[2],length=length(N2))
         plt = [plt...,[
-            Makie.lines!(ax,ran,N2[:];color=:gray,linestyle=:dot,linewidth=1),
-            Makie.scatter!(ax,ran,N2[:];color=:gray,marker=:x)]]
+            AbstractPlotting.lines!(ax,ran,N2[:];color=:gray,linestyle=:dot,linewidth=1),
+            AbstractPlotting.scatter!(ax,ran,N2[:];color=:gray,marker=:x)]]
     end
     # trim graph
     d=1.07
-    Makie.xlims!(ax,bi[1],bi[2])
-    Makie.ylims!(ax,minimum([d*minimum(N[:,2]),0]),maximum([d*maximum(N[:,2]),0]))
+    AbstractPlotting.xlims!(ax,bi[1],bi[2])
+    AbstractPlotting.ylims!(ax,minimum([d*minimum(N[:,2]),0]),maximum([d*maximum(N[:,2]),0]))
     # set legend
     layout[1,2] = Legend(scene,plt,vcat(["y=x","ϕ(x)","(xₙ,ϕ(xₙ))"],["ϕ^$x(x)" for x ∈ 2:depth],funs))
     return scene