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feat: improved parsing and regression test suite

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Brett Broadhurst 2026-02-27 18:07:02 -07:00
parent 4ebdd3c66e
commit 619eb3b338
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testing/regression/syntax/factorial.ink Normal file
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// RUN: %ink-compiler --stdin --compile-only --dump-ast < %s | FileCheck %s
// CHECK: File "<STDIN>"
// CHECK-NEXT: |--BlockStmt <line:39, line:39>
// CHECK-NEXT: | `--ContentStmt <line:39, col:1:18>
// CHECK-NEXT: | `--Content <col:1, col:18>
// CHECK-NEXT: | `--InlineLogicExpr <col:1, col:18>
// CHECK-NEXT: | `--CallExpr <col:3, col:17>
// CHECK-NEXT: | |--Identifier `factorial` <col:3, col:12>
// CHECK-NEXT: | `--ArgumentList <col:12, col:17>
// CHECK-NEXT: | `--NumberLiteral `10` <col:13, col:15>
// CHECK-NEXT: `--FunctionDecl <line:41, line:46>
// CHECK-NEXT: |--FunctionProto <col:1, col:25>
// CHECK-NEXT: | |--Identifier `factorial` <col:13, col:22>
// CHECK-NEXT: | `--ParamList <col:22, col:25>
// CHECK-NEXT: | `--ParamDecl `n` <col:23, col:24>
// CHECK-NEXT: `--BlockStmt <line:42, line:46>
// CHECK-NEXT: `--ContentStmt <line:42, col:3:83>
// CHECK-NEXT: `--Content <col:3, col:83>
// CHECK-NEXT: `--IfStmt <line:42, line:46>
// CHECK-NEXT: |--LogicalEqualityExpr <col:5, col:11>
// CHECK-NEXT: | |--Identifier `n` <col:5, col:6>
// CHECK-NEXT: | `--NumberLiteral `1` <col:10, col:11>
// CHECK-NEXT: |--BlockStmt <line:43, line:43>
// CHECK-NEXT: | `--ReturnStmt <line:43, col:9:17>
// CHECK-NEXT: | `--NumberLiteral `1` <col:16, col:17>
// CHECK-NEXT: `--ElseBranch <col:7, col:19>
// CHECK-NEXT: `--BlockStmt <line:45, line:45>
// CHECK-NEXT: `--ReturnStmt <line:45, col:9:38>
// CHECK-NEXT: `--MultiplyExpr <col:17, col:37>
// CHECK-NEXT: |--Identifier `n` <col:17, col:18>
// CHECK-NEXT: `--CallExpr <col:21, col:37>
// CHECK-NEXT: |--Identifier `factorial` <col:21, col:30>
// CHECK-NEXT: `--ArgumentList <col:30, col:37>
// CHECK-NEXT: `--SubtractExpr <col:31, col:36>
// CHECK-NEXT: |--Identifier `n` <col:31, col:32>
// CHECK-NEXT: `--NumberLiteral `1` <col:35, col:36>
{ factorial(10) }
== function factorial(n)
{ n == 1:
~ return 1
- else:
~ return (n * factorial(n - 1))
}