haskell: Phase 12 conformance — uniquewords.hs (4/4) + setops.hs (8/8), Phase 12 complete
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Co-Authored-By: Claude Sonnet 4.6 <noreply@anthropic.com>
This commit is contained in:
@@ -20,7 +20,7 @@ if [ ! -x "$SX_SERVER" ]; then
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fi
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fi
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PROGRAMS=(fib sieve quicksort nqueens calculator collatz palindrome maybe fizzbuzz anagram roman binary either primes zipwith matrix wordcount powers caesar runlength-str showadt showio partial statistics newton wordfreq mapgraph)
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PROGRAMS=(fib sieve quicksort nqueens calculator collatz palindrome maybe fizzbuzz anagram roman binary either primes zipwith matrix wordcount powers caesar runlength-str showadt showio partial statistics newton wordfreq mapgraph uniquewords setops)
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PASS_COUNTS=()
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FAIL_COUNTS=()
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61
lib/haskell/tests/program-setops.sx
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61
lib/haskell/tests/program-setops.sx
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@@ -0,0 +1,61 @@
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;; setops.hs — set union/intersection/difference on integer sets.
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;;
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;; Exercises Phase 12: `import qualified Data.Set as Set`, all three
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;; combining operations + isSubsetOf.
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(define
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hk-setops-source
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"import qualified Data.Set as Set\n\ns1 = Set.insert 1 (Set.insert 2 (Set.insert 3 Set.empty))\ns2 = Set.insert 3 (Set.insert 4 (Set.insert 5 Set.empty))\ns3 = Set.insert 1 (Set.insert 2 Set.empty)\n")
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(hk-test
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"setops.hs — union size = 5"
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(hk-deep-force
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(hk-run (str hk-setops-source "main = Set.size (Set.union s1 s2)\n")))
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5)
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(hk-test
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"setops.hs — intersection size = 1"
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(hk-deep-force
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(hk-run
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(str hk-setops-source "main = Set.size (Set.intersection s1 s2)\n")))
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1)
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(hk-test
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"setops.hs — intersection contains 3"
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(hk-deep-force
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(hk-run
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(str hk-setops-source "main = Set.member 3 (Set.intersection s1 s2)\n")))
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(list "True"))
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(hk-test
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"setops.hs — difference s1 s2 size = 2"
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(hk-deep-force
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(hk-run (str hk-setops-source "main = Set.size (Set.difference s1 s2)\n")))
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2)
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(hk-test
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"setops.hs — difference doesn't contain shared key"
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(hk-deep-force
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(hk-run
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(str hk-setops-source "main = Set.member 3 (Set.difference s1 s2)\n")))
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(list "False"))
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(hk-test
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"setops.hs — s3 is subset of s1"
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(hk-deep-force
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(hk-run (str hk-setops-source "main = Set.isSubsetOf s3 s1\n")))
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(list "True"))
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(hk-test
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"setops.hs — s1 not subset of s3"
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(hk-deep-force
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(hk-run (str hk-setops-source "main = Set.isSubsetOf s1 s3\n")))
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(list "False"))
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(hk-test
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"setops.hs — empty set is subset of anything"
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(hk-deep-force
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(hk-run (str hk-setops-source "main = Set.isSubsetOf Set.empty s1\n")))
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(list "True"))
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{:fails hk-test-fails :pass hk-test-pass :fail hk-test-fail}
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35
lib/haskell/tests/program-uniquewords.sx
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35
lib/haskell/tests/program-uniquewords.sx
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@@ -0,0 +1,35 @@
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;; uniquewords.hs — count unique words using Data.Set.
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;;
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;; Exercises Phase 12: `import qualified Data.Set as Set`, `Set.empty`,
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;; `Set.insert`, `Set.size`, `foldl`.
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(define
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hk-uniquewords-source
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"import qualified Data.Set as Set\n\naddWord s w = Set.insert w s\n\nuniqueWords ws = foldl addWord Set.empty ws\n\nresult = uniqueWords [\"the\", \"cat\", \"the\", \"dog\", \"the\", \"cat\"]\n")
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(hk-test
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"uniquewords.hs — unique count = 3"
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(hk-deep-force
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(hk-run (str hk-uniquewords-source "main = Set.size result\n")))
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3)
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(hk-test
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"uniquewords.hs — \"the\" present"
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(hk-deep-force
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(hk-run (str hk-uniquewords-source "main = Set.member \"the\" result\n")))
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(list "True"))
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(hk-test
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"uniquewords.hs — \"missing\" absent"
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(hk-deep-force
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(hk-run (str hk-uniquewords-source "main = Set.member \"missing\" result\n")))
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(list "False"))
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(hk-test
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"uniquewords.hs — empty list yields empty set"
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(hk-deep-force
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(hk-run
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"import qualified Data.Set as Set\nmain = Set.size (foldl (\\s w -> Set.insert w s) Set.empty [])"))
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0)
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{:fails hk-test-fails :pass hk-test-pass :fail hk-test-fail}
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@@ -213,7 +213,7 @@ No OCaml changes are needed. The view type is fully representable as an SX dict.
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- [x] Unit tests in `lib/haskell/tests/set.sx` (17/17, plan ≥15: empty, insert,
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member hit/miss, delete, fromList deduplication, union, intersection,
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difference, isSubsetOf, plus 4 end-to-end via `import qualified Data.Set`).
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- [ ] Conformance programs:
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- [x] Conformance programs:
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- `uniquewords.hs` — unique words in a string using `Data.Set`.
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- `setops.hs` — set union/intersection/difference on integer sets;
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exercises all three combining operations.
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@@ -307,6 +307,14 @@ No OCaml changes are needed. The view type is fully representable as an SX dict.
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_Newest first._
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**2026-05-07** — Phase 12 conformance: uniquewords.hs (4/4) + setops.hs (8/8) → Phase 12 complete:
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- `program-uniquewords.sx`: `foldl Set.insert` over a word list, then check
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`Set.size`/`member`. 4/4.
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- `program-setops.sx`: full set algebra — union/intersection/difference/
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isSubsetOf with three sets s1, s2, s3 chosen so each operation has both a
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positive and negative test. 8/8.
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- Both added to `PROGRAMS` in `conformance.sh`. Phase 12 fully complete.
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**2026-05-07** — Phase 12 unit tests `tests/set.sx` (17/17):
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- 13 SX-level direct calls + 4 end-to-end via `import qualified Data.Set`.
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Covers all the API + dedupe behavior. Suite is 17/17.
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