Commentage.
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@ -6,6 +6,10 @@
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(provide in-syntax in-pairs in-sequence-forever sequence-lift)
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;; ELI: I don't see a point in this over using `syntax->list' directly.
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;; (Eg, the latter is something that can be used when the programmer
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;; knows that it's a list, in contrast to this code which will just
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;; throw an error.)
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(define-sequence-syntax in-syntax
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(λ () #'(λ (e) (in-list (syntax->list e))))
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(λ (stx)
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@ -13,6 +17,8 @@
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[[ids (_ arg)]
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#'[ids (in-list (syntax->list arg))]])))
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;; ELI: This is very specific, and indeed there are no uses of it
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;; anywhere in the tree other than in TR where it came from.
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(define (in-pairs seq)
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(make-do-sequence
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(λ ()
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@ -24,6 +30,8 @@
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(λ _ #t)
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(λ _ #t))))))
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;; ELI: Besides the awful name, this is the same as
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;; (in-sequences seq (in-cycle (in-value val)))
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(define (in-sequence-forever seq val)
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(make-do-sequence
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(λ ()
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@ -35,6 +43,7 @@
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(λ _ #t)
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(λ _ #t))))))
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;; ELI: How is this different from `sequence-map'?
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(define (sequence-lift f seq)
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(make-do-sequence
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(λ ()
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@ -52,16 +61,19 @@
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[in-slice (exact-positive-integer? any/c . -> . any)])
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(define (in-slice k seq)
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;; ELI: what's the point of using `any/c' above and then checking it here?
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(unless (sequence? seq) (raise-type-error 'in-slice "sequence" seq))
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(make-do-sequence
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(λ ()
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(define-values (more? get) (sequence-generate seq))
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(values
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(λ (_)
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;; ELI: Add an `in-range'
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(for/list ([i k] #:when (more?))
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(get)))
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values
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#f
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#f
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;; ELI: Use `pair?'
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(λ (val) (0 . < . (length val)))
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#f))))
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