Small fixes

src/DictVectors/pdvec.jl

@@ -15,7 +15,7 @@ end
 
 Dictionary-based vector-like data structure for use with FCIQMC and
 [KrylovKit.jl](https://github.com/Jutho/KrylovKit.jl). While mostly behaving like a `Dict`,
-it supports various linear algebra operations such as `norm` and `dot`.
+it supports various linear algebra operations such as `norm` and `dot`, and the interface defined in [VectorInterface](https://github.com/Jutho/VectorInterface.jl).
 
 The P in `PDVec` stands for parallel. `PDVec`s perform `mapreduce`, `foreach`, and various
 linear algebra operations in a threaded manner. If MPI is available, these operations are
@@ -44,9 +44,6 @@ dictionary a key-value pair is mapped to is determined by the hash of the key. T
 of this segmentation is to allow parallel processing - functions such as `mapreduce`, `add!`
 or `dot` (full list below) process each subdictionary on a separate thread.
 
-For parallel binary operations, the numbers of segments in both vectors must match. To
-ensure this, it is best to leave the number of segments at its default value.
-
 ### Example
 
 ```julia
@@ -144,7 +141,7 @@ julia> results[1][1:4]
 The following functions are threaded MPI-compatible:
 
 * From Base: `mapreduce` and derivatives (`sum`, `prod`, `reduce`...), `all`,
-  `any`,`map!` (on values only), `+`, `-`, `*`
+  `any`,`map!` (on `values` only), `+`, `-`, `*`
 
 * From LinearAlgebra: `rmul!`, `lmul!`, `mul!`, `axpy!`, `axpby!`, `dot`, `norm`,
   `normalize`, `normalize!`
@@ -284,16 +281,16 @@ function check_compatibility(t, u)
     end
 end
 
-function Base.isequal(t::PDVec, u::PDVec)
-    check_compatibility(t, u)
-    if length(localpart(t)) == length(localpart(u))
-        result = Folds.all(zip(t.segments, u.segments)) do (t_seg, u_seg)
-            isequal(t_seg, u_seg)
+function Base.isequal(l::PDVec, r::PDVec)
+    check_compatibility(l, r)
+    if length(localpart(l)) == length(localpart(r))
+        result = Folds.all(zip(l.segments, r.segments)) do (l_seg, r_seg)
+            isequal(l_seg, r_seg)
         end
     else
         result = false
     end
-    return merge_remote_reductions(t.communicator, &, result)
+    return merge_remote_reductions(l.communicator, &, result)
 end
 
 """
@@ -324,6 +321,8 @@ end
 function Base.setindex!(t::PDVec{K,V}, val, k::K) where {K,V}
     v = V(val)
     segment_id, is_local = target_segment(t, k)
+    # Adding a key that is not local is supported. This is done to allow easy construction
+    # of vectors even when using MPI.
     if is_local
         if iszero(v)
             delete!(t.segments[segment_id], k)
@@ -660,7 +659,16 @@ Perform `y = A * x` in-place. The working memory `w` is required to facilitate
 threaded/distributed operations. If not passed a new instance will be allocated. `y` and `x`
 may be the same vector.
 """
-function LinearAlgebra.mul!(y::PDVec, op::AbstractHamiltonian, x::PDVec, w=PDWorkingMemory(y; style=IsDeterministic()))
+function LinearAlgebra.mul!(
+    y::PDVec, op::AbstractHamiltonian, x::PDVec,
+    w=PDWorkingMemory(y; style=IsDeterministic()),
+)
+    if w.style ≢ IsDeterministic()
+        throw(ArgumentError(
+            "Attempted to use `mul!` with non-deterministic working memory. " *
+            "Use `apply_operator!` instead."
+        ))
+    end
     _, _, wm, y = apply_operator!(w, y, x, op)
     return y
 end

src/DictVectors/pdworkingmemory.jl

@@ -168,7 +168,7 @@ function perform_spawns!(w::PDWorkingMemory, t::PDVec, ham, boost)
         error("working memory incompatible with vector")
     end
     stat_names, init_stats = step_stats(w.style)
-    stats = Folds.sum(zip(w.columns, t.segments)) do (column, segment)
+    stats = Folds.sum(zip(w.columns, t.segments); init=init_stats) do (column, segment)
         _spawn_column!(ham, column, segment, boost)
     end ::typeof(init_stats)
     return stat_names, stats

src/DictVectors/projectors.jl

@@ -145,7 +145,7 @@ Base.valtype(::FrozenDVec{<:Any,V}) where {V} = V
 Base.eltype(::FrozenDVec{K,V}) where {K,V} = Pair{K,V}
 Base.pairs(fd::FrozenDVec) = fd.pairs
 
-freeze(dv) = FrozenDVec(collect(pairs(localpart(dv))))
+freeze(dv::AbstractDVec) = FrozenDVec(collect(pairs(localpart(dv))))
 
 freeze(p::AbstractProjector) = p