Add some missing constructors

Project.toml

@@ -1,7 +1,7 @@
 name = "DiagonalArrays"
 uuid = "74fd4be6-21e2-4f6f-823a-4360d37c7a77"
 authors = ["ITensor developers <[email protected]> and contributors"]
-version = "0.3.18"
+version = "0.3.19"
 
 [deps]
 ArrayLayouts = "4c555306-a7a7-4459-81d9-ec55ddd5c99a"

src/diagonalarray/diagonalarray.jl

@@ -68,32 +68,57 @@ end
 
 # This helps to support diagonals where the elements are known
 # from the types, for example diagonals that are `Zeros` and `Ones`.
-function DiagonalArray{T,N,D}(
-  init::ShapeInitializer, unstored::Unstored
-) where {T,N,D<:AbstractVector{T}}
-  return DiagonalArray{T,N,D}(
+function DiagonalArray{T,N,D,U}(
+  init::ShapeInitializer, unstored::Unstored{T,N,U}
+) where {T,N,D<:AbstractVector{T},U<:AbstractArray{T,N}}
+  return DiagonalArray{T,N,D,U}(
     construct(D, init, diaglength_from_shape(axes(unstored))), unstored
   )
 end
+function DiagonalArray{T,N,D}(
+  init::ShapeInitializer, unstored::Unstored{T,N,U}
+) where {T,N,D<:AbstractVector{T},U<:AbstractArray{T,N}}
+  return DiagonalArray{T,N,D,U}(init, unstored)
+end
 
 # This helps to support diagonals where the elements are known
 # from the types, for example diagonals that are `Zeros` and `Ones`.
 # These versions use the default unstored type `Zeros{T,N}`.
+function DiagonalArray{T,N,D,U}(
+  init::ShapeInitializer, ax::Tuple{Vararg{AbstractUnitRange{<:Integer}}}
+) where {T,N,D<:AbstractVector{T},U<:AbstractArray{T,N}}
+  return DiagonalArray{T,N,D,U}(init, Unstored(U(ax)))
+end
 function DiagonalArray{T,N,D}(
   init::ShapeInitializer, ax::Tuple{Vararg{AbstractUnitRange{<:Integer}}}
 ) where {T,N,D<:AbstractVector{T}}
   return DiagonalArray{T,N,D}(init, Unstored(Zeros{T,N}(ax)))
 end
+function DiagonalArray{T,N,D,U}(
+  init::ShapeInitializer, ax::AbstractUnitRange{<:Integer}...
+) where {T,N,D<:AbstractVector{T},U<:AbstractArray{T,N}}
+  return DiagonalArray{T,N,D,U}(init, ax)
+end
 function DiagonalArray{T,N,D}(
   init::ShapeInitializer, ax::AbstractUnitRange{<:Integer}...
 ) where {T,N,D<:AbstractVector{T}}
   return DiagonalArray{T,N,D}(init, ax)
 end
+function DiagonalArray{T,N,D,U}(
+  init::ShapeInitializer, sz::Tuple{Integer,Vararg{Integer}}
+) where {T,N,D<:AbstractVector{T},U<:AbstractArray{T,N}}
+  return DiagonalArray{T,N,D,U}(init, Base.OneTo.(sz))
+end
 function DiagonalArray{T,N,D}(
   init::ShapeInitializer, sz::Tuple{Integer,Vararg{Integer}}
 ) where {T,N,D<:AbstractVector{T}}
   return DiagonalArray{T,N,D}(init, Base.OneTo.(sz))
 end
+function DiagonalArray{T,N,D,U}(
+  init::ShapeInitializer, sz1::Integer, sz_rest::Integer...
+) where {T,N,D<:AbstractVector{T},U<:AbstractArray{T,N}}
+  return DiagonalArray{T,N,D,U}(init, (sz1, sz_rest...))
+end
 function DiagonalArray{T,N,D}(
   init::ShapeInitializer, sz1::Integer, sz_rest::Integer...
 ) where {T,N,D<:AbstractVector{T}}

test/test_basics.jl

@@ -112,12 +112,18 @@ using Test: @test, @test_throws, @testset, @test_broken, @inferred
 
       # Special constructors for immutable diagonal.
       init = ShapeInitializer()
+      U = Zeros{UInt32,2,Tuple{Base.OneTo{Int},Base.OneTo{Int}}}
       @test DiagonalMatrix(Base.OneTo(UInt32(2))) ≡
         DiagonalMatrix{UInt32,Base.OneTo{UInt32}}(init, Base.OneTo.((2, 2))) ≡
         DiagonalMatrix{UInt32,Base.OneTo{UInt32}}(init, Base.OneTo.((2, 2))...) ≡
         DiagonalMatrix{UInt32,Base.OneTo{UInt32}}(init, (2, 2)) ≡
         DiagonalMatrix{UInt32,Base.OneTo{UInt32}}(init, 2, 2) ≡
-        DiagonalMatrix{UInt32,Base.OneTo{UInt32}}(init, Unstored(Zeros{UInt32}(2, 2)))
+        DiagonalMatrix{UInt32,Base.OneTo{UInt32}}(init, Unstored(Zeros{UInt32}(2, 2))) ≡
+        DiagonalMatrix{UInt32,Base.OneTo{UInt32},U}(init, Base.OneTo.((2, 2))) ≡
+        DiagonalMatrix{UInt32,Base.OneTo{UInt32},U}(init, Base.OneTo.((2, 2))...) ≡
+        DiagonalMatrix{UInt32,Base.OneTo{UInt32},U}(init, (2, 2)) ≡
+        DiagonalMatrix{UInt32,Base.OneTo{UInt32},U}(init, 2, 2) ≡
+        DiagonalMatrix{UInt32,Base.OneTo{UInt32},U}(init, Unstored(Zeros{UInt32}(2, 2)))
 
       init = ShapeInitializer()
       @test DiagonalMatrix(Ones{elt}(2)) ≡