lang 2.4: lock protocol-pack access semantics (interface-only)
Design decision: a protocol-constrained pack element is viewed THROUGH the constraint protocol — only the protocol's interface (its methods, and the projections xs.T / xs.value) is accessible, not arbitrary concrete members, exactly like a constrained generic `T: Show`. So `xs[i].v` (a field on the concrete IntBox, not declared on Show) is an error; the constraint is enforced and bounds the body regardless of the concrete arg types at a call site. The previous example 191 demonstrated `xs[i].v` — which only compiled because the constraint is not yet enforced. Trimmed it to the protocol-agnostic part that's correct today (per-shape binding + comptime `xs.len` across arities / heterogeneous shapes); protocol-interface access + projection are the remaining 2.4 work. specs.md records the access rule.
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@@ -1,13 +1,17 @@
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// Feature 1 — heterogeneous protocol-constrained variadic pack.
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// Feature 1 — heterogeneous protocol-constrained variadic pack (binding).
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//
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// `..xs: Show` (no `[]`, no `$`) is a pack, not a slice: each call site
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// monomorphizes with the concrete per-position arg types, and `xs[i]` IS the
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// concrete element (comptime substitution, Decision 1) — so its own fields /
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// methods dispatch statically. `xs.len` is a comptime constant. Elements may
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// be DIFFERENT concrete types as long as each conforms to the protocol.
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// monomorphizes with the concrete per-position arg types (Decision 1 — a pack
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// is a comptime mechanism, no runtime pack value), and `xs.len` is a comptime
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// constant. Arity and element types vary per call; each call is a distinct
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// specialization.
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//
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// (Conformance checking and projection `xs.T` / `xs.value` are still to come;
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// this locks in the per-shape binding + concrete-element access.)
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// DESIGN (locked): a pack element is viewed THROUGH the protocol — only the
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// protocol's own interface (its methods, and the projections `xs.T` / `xs.value`)
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// is accessible, NOT arbitrary concrete members. So `xs[i].get()` / `xs.T` are
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// the intended interface; `xs[i].v` (a field on the concrete IntBox, not part
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// of `Show`) is an error. Those are still being implemented — this example
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// locks in only the binding + comptime `xs.len`, the protocol-agnostic part.
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#import "modules/std.sx";
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@@ -24,23 +28,12 @@ howmany :: (..xs: Show) -> s64 {
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return xs.len;
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}
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sum2 :: (..xs: Show) -> s64 {
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return xs[0].v + xs[1].v;
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}
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describe :: (..xs: Show) -> void {
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// Heterogeneous: xs[0] is an IntBox, xs[1] a StrBox.
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print("describe len={} first={} second={}\n", xs.len, xs[0].v, xs[1].s);
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}
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main :: () -> s32 {
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a := IntBox.{ v = 42 };
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b := IntBox.{ v = 7 };
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print("count0={}\n", howmany()); // N=0 pack
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print("count2={}\n", howmany(a, b)); // N=2
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print("sum={}\n", sum2(a, b)); // concrete field access via pack
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c := StrBox.{ s = "cool" };
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describe(a, c); // heterogeneous IntBox + StrBox
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print("n0={}\n", howmany()); // empty pack
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print("n2={}\n", howmany(a, b)); // two elements
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print("n3={}\n", howmany(a, b, c)); // heterogeneous: IntBox, IntBox, StrBox
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0;
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}
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10
specs.md
10
specs.md
@@ -990,6 +990,16 @@ A pack is **not a runtime value** — it lowers to N typed positional parameters
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below; using the pack name where a runtime value is required is an error (see
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"Pack as value").
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**Element access is through the protocol, not the concrete type.** Although the
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pack monomorphizes per call shape and each element has a known concrete type,
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`xs[i]` is viewed **through the constraint protocol**: only the protocol's own
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interface (its methods, and the projections `xs.T` / `xs.value`) is accessible.
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Reaching a concrete member that isn't part of the protocol — e.g. `xs[i].v`
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where `v` is a field of the concrete `IntBox` but not declared on `Show` — is an
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error, exactly as it would be for a constrained generic `T: Show`. The protocol
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constraint is enforced (each trailing arg must conform) and bounds what the body
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may do, regardless of the concrete arg types at any particular call site.
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#### Pack operations
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| Use | Spelling | Meaning |
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@@ -1,4 +1,3 @@
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count0=0
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count2=2
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sum=49
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describe len=2 first=42 second=cool
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n0=0
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n2=2
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n3=3
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