implement closures
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80
tests/sex-programs/closures.sex
Normal file
80
tests/sex-programs/closures.sex
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@@ -0,0 +1,80 @@
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(input)
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(output "Adders: 15 25"
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"Two captures: 47"
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"No captures: 7"
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"Through a parameter: 110"
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"From an array: 1 2 3"
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"Index evaluated once: 21 i 1"
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"Through a struct member: 8"
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"Nested: 33")
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(return 0)
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;;; A closure is a code pointer beside its captures, so what this
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;;; checks is that the captures survive the lifting -- that two
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;;; closures of one shape keep their own environments, that a closure
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;;; outlives the call that built it, and that calling one through a
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;;; parameter, an array element or a struct member resolves the same
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;;; way as through a local.
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;;;
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;;; A receiver is also an ordinary expression: `[table (++ i)]' has to
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;;; evaluate its index exactly once, the way it would for an array of
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;;; function pointers.
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(include stdio.h)
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(fn make-adder ((n int)) (closure ((int)) int)
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(return (closure ((b int)) int (n)
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(return (+ n b)))))
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(fn make-affine ((k int) (b int)) (closure ((int)) int)
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(return (closure ((x int)) int (k b)
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(return (+ (* k x) b)))))
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(fn make-const-7 () (closure () int)
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(return (closure () int ()
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(return 7))))
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;;; A closure arriving as a parameter: its type is written, so the call
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;;; resolves without knowing where it came from
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(fn apply-twice ((f (closure ((int)) int)) (x int)) int
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(return (f (f x))))
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(struct handlers ((on-tick (closure ((int)) int))))
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(pub fn main () int
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(var add-10 (closure ((int)) int) (make-adder 10))
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(var add-20 (closure ((int)) int) (make-adder 20))
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(printf "Adders: %d %d\n" (add-10 5) (add-20 5))
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(var affine (closure ((int)) int) (make-affine 5 2))
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(printf "Two captures: %d\n" (affine 9))
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(var seven (closure () int) (make-const-7))
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(printf "No captures: %d\n" (seven))
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(printf "Through a parameter: %d\n" (apply-twice (make-adder 50) 10))
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(var table (¤ (closure ((int)) int) 3))
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(var i int 0)
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(for (= i 0) (< i 3) (++ i)
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(= (¤ table i) (make-adder i)))
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(printf "From an array: %d %d %d\n"
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((¤ table 0) 1) ((¤ table 1) 1) ((¤ table 2) 1))
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;; the index must be evaluated once, so `i' ends at 1 and not 2 --
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;; read in a separate statement, since reading and bumping it in one
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;; printf would be unsequenced whatever the closure did
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(= i 0)
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(var once int ([table (++ i)] 20))
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(printf "Index evaluated once: %d i %d\n" once i)
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(var h (struct handlers) #((struct handlers) : .on-tick (make-adder 5)))
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(printf "Through a struct member: %d\n" ((. h on-tick) 3))
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;; a closure built inside a closure, capturing that one's capture
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(var outer (closure ((int)) int)
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(closure ((x int)) int ()
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(var inner (closure ((int)) int) (make-adder x))
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(return (inner 3))))
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(printf "Nested: %d\n" (outer 30))
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(return 0))
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55
tests/sex-programs/fixpoint.sex
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55
tests/sex-programs/fixpoint.sex
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@@ -0,0 +1,55 @@
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(input)
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(output "direct: 120"
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"fac: 120 3628800"
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"fib: 55 6765")
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(return 0)
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;;; A fixed point built out of closures, which is the hardest thing to
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;;; ask of them: recursion with no recursive function anywhere, only
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;;; self-application.
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;;;
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;;; Self-application needs `x x' and so a recursive type, which is
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;;; spelled here by routing it through a named struct whose field is a
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;;; closure whose own signature mentions that struct. The generated
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;;; closure struct is written before `struct rec' is, so this only
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;;; compiles because a forward declaration is emitted ahead of both.
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;;;
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;;; Note what `fix' captures: a *pointer* to the knot, not the knot. A
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;;; closure is a code pointer beside N bytes of environment, so
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;;; capturing one by value would need N >= 8 + N. No budget makes that
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;;; true, and the static assertion says so rather than letting it
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;;; corrupt anything.
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(include stdio.h)
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(struct rec ((f (closure (((* (struct rec))) (int)) int))))
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;;; Takes a step that expects itself, returns an ordinary closure with
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;;; the self-application hidden inside
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(fn fix ((step (* (struct rec)))) (closure ((int)) int)
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(return (closure ((n int)) int (step)
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(return ((-> step f) step n)))))
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(pub fn main () int
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(var fac-knot (struct rec))
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(= (. fac-knot f)
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(closure ((self (* (struct rec))) (n int)) int ()
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(if (<= n 1) (return 1))
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(return (* n ((-> self f) self (- n 1))))))
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;; the knot applied to itself directly, without fix
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(printf "direct: %d\n" ((. fac-knot f) (& fac-knot) 5))
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(var fib-knot (struct rec))
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(= (. fib-knot f)
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(closure ((self (* (struct rec))) (n int)) int ()
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(if (< n 2) (return n))
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(return (+ ((-> self f) self (- n 1))
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((-> self f) self (- n 2))))))
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;; one combinator, two different recursions
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(var fac (closure ((int)) int) (fix (& fac-knot)))
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(var fib (closure ((int)) int) (fix (& fib-knot)))
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(printf "fac: %d %d\n" (fac 5) (fac 10))
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(printf "fib: %d %d\n" (fib 10) (fib 20))
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(return 0))
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