"Internal error: encountered unexpected error in runtime:". Happens in 1.10.7 but did not in 1.10.5, nor 1.11 or nightly.

[joa-quim]

One of the GMT tests now (v1.10.7) fails. Up until 1.10.5 or 1.11 or nightly that command runs fine.

julia> GMT.Gdal.inspect("SELECT HEX(GeomFromText('POINT(10 20)'))", GMT.TESTSDIR * "poly_spatialite.sqlite")

Internal error: encountered unexpected error in runtime:
BoundsError(a=Array{Core.Compiler.DomTreeNode, (229,)}[Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (3,)}[3, 4, 5]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[6]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[7]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (3,)}[8, 9, 10]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[181]), Core.Compiler.DomTreeNode(level=8, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=7, children=Array{Int64, (1,)}[13]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (1,)}[15]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (1,)}[16]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (1,)}[17]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[18]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[19]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[20]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[175]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (3,)}[25, 26, 27]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=7, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=7, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (2,)}[30, 31]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (2,)}[32, 33]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (1,)}[34]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (2,)}[35, 36]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[37]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[38, 39]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[41]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[45]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[50]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[53, 54]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[56]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[58]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[59]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[67]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[70, 71]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[73]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[75]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[76]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[79, 80]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[82]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[84]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[85]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[90, 91]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[93]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[95]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[96]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[101, 102]), Core.Compiler.DomTreeNode(level=8, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=7, children=Array{Int64, (1,)}[104]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (1,)}[106]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (1,)}[107]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (9,)}[64, 87, 98, 108, 109, 110, 111, 112, 113]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[114]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[121, 122]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[124]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[126]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[127]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[133, 134]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[136]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[138]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[139]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[145, 146]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (1,)}[148]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (1,)}[150]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[151]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (10,)}[61, 115, 116, 117, 119, 129, 131, 141, 143, 152]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[153]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (1,)}[156]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (1,)}[157]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[158]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[159]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[160]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=10, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=9, children=Array{Int64, (1,)}[163]), Core.Compiler.DomTreeNode(level=8, children=Array{Int64, (1,)}[164]), Core.Compiler.DomTreeNode(level=7, children=Array{Int64, (1,)}[165]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (1,)}[166]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (1,)}[167]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (1,)}[168]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[169]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[170]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[171]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[173]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (2,)}[22, 176]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (3,)}[177, 178, 179]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (2,)}[182, 183]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (3,)}[184, 185, 186]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[187]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[188]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (3,)}[189, 190, 191]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (1,)}[226]), Core.Compiler.DomTreeNode(level=9, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=8, children=Array{Int64, (1,)}[194]), Core.Compiler.DomTreeNode(level=7, children=Array{Int64, (1,)}[196]), Core.Compiler.DomTreeNode(level=6, children=Array{Int64, (1,)}[197]), Core.Compiler.DomTreeNode(level=5, children=Array{Int64, (1,)}[198]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (1,)}[199]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[200]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[201]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (3,)}[202, 203, 204]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (1,)}[220]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (2,)}[208, 209]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (3,)}[211, 213, 215]), Core.Compiler.DomTreeNode(level=4, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=3, children=Array{Int64, (1,)}[218]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (2,)}[206, 221]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (3,)}[222, 223, 224]), Core.Compiler.DomTreeNode(level=2, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[]), Core.Compiler.DomTreeNode(level=1, children=Array{Int64, (0,)}[])], i=(0,))
ijl_bounds_error_ints at C:/workdir/src\rtutils.c:201
getindex at .\essentials.jl:13 [inlined]
nearest_common_dominator at .\compiler/ssair\domtree.jl:647
note_block_use! at .\compiler/ssair\passes.jl:1264 [inlined]
check_defuse at .\compiler/ssair\passes.jl:1288
_all at .\compiler\utilities.jl:27 [inlined]
all at .\compiler\utilities.jl:31 [inlined]
try_resolve_finalizer! at .\compiler/ssair\passes.jl:1295
sroa_mutables! at .\compiler/ssair\passes.jl:1393
sroa_pass! at .\compiler/ssair\passes.jl:1156
...

[christiangnrd]

a03c5cd49047ae9815f5242794537e9b5cc0a075 is the first bad commit
commit a03c5cd49047ae9815f5242794537e9b5cc0a075
Author: Cody Tapscott <84105208+topolarity@users.noreply.github.com>
Date:   Tue Mar 19 04:20:16 2024 -0400

    Fix handling of virtual exit node in `PostDomTree` (#53739)
    
    This is an alternative to https://github.com/JuliaLang/julia/pull/53642
    
    The `dom_edges()` for an exit block in the CFG are empty when computing
    the PostDomTree so the loop below this may not actually run. In that
    case, the right semidominator is the ancestor from the DFSTree, which is
    the "virtual" -1 block.
    
    This resolves half of the issue in
    https://github.com/JuliaLang/julia/issues/53613:
    ```julia
    julia> let code = Any[
                   # block 1
                   GotoIfNot(Argument(2), 3),
                   # block 2
                   ReturnNode(Argument(3)),
                   # block 3 (we should visit this block)
                   Expr(:call, throw, "potential throw"),
                   ReturnNode(), # unreachable
               ]
               ir = make_ircode(code; slottypes=Any[Any,Bool,Bool])
               visited = BitSet()
               @test !Core.Compiler.visit_conditional_successors(CC.LazyPostDomtree(ir), ir, #=bb=#1) do succ::Int
                   push!(visited, succ)
                   return false
               end
               @test 2 ∈ visited
               @test 3 ∈ visited
           end
    Test Passed
    ```
    
    This needs some tests (esp. since I don't think we have any DomTree
    tests at all right now), but otherwise should be good to go.

 base/compiler/ssair/domtree.jl | 5 +----
 1 file changed, 1 insertion(+), 4 deletions(-)

[joa-quim]

Date: Tue Mar 19 04:20:16 2024 -0400

Can't be a such a old commit. As I mentioned in title, this problem didn't exist at the 1.10.5 time (never installed 1.10.6)

[Zentrik]

Looks like that commit first appeared in 1.10.7, see a03c5cd.

[IanButterworth]

cc. @topolarity

[topolarity]

My mistake - I forgot that a03c5cd exposed other compiler bugs

That looks like #54596 (fixed by #54765)

[topolarity]

That fix has been backported now, so this should be resolved in 1.10.8