
The new version fixes some problems with the previous one, most notably it can create a keyworded function when the last input is is keyworded. `compose1' is a restricted variant that requires single values in the composed pipeline -- besides being potentially faster (probably more if/when there is cross module inlining), it has a semantical justification, similar to the restricting function call arguments to return single values, with similar robustness benefits. The implementation of both is done in a generalized way, and the results can be faster for both `compose' and `compose1'. (Not by much -- 20% and 30% resp.) One thing that it could do is to reduce the resulting arity to match the last given function. I didn't do this since it adds a significant overhead to the result. (No strong opinion on doing that...)
83 lines
3.2 KiB
Racket
83 lines
3.2 KiB
Racket
#lang racket/base
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(require (for-syntax racket/base syntax/name))
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(provide identity const thunk thunk* negate curry curryr)
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(define (identity x) x)
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(define (const c)
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(define (const . _) c)
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(make-keyword-procedure const const))
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(define-syntax (thunk stx)
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(syntax-case stx ()
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[(_ body0 body ...) (syntax/loc stx (lambda () body0 body ...))]))
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(define-syntax (thunk* stx)
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(syntax-case stx ()
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[(_ body0 body ...)
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(with-syntax ([proc (syntax-property
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(syntax/loc stx
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;; optimize 0- and 1-argument cases
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(case-lambda [() body0 body ...]
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[(x) (th)] [xs (th)]))
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'inferred-name (syntax-local-infer-name stx))])
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(syntax/loc stx
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(letrec ([th proc])
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(make-keyword-procedure (lambda (_1 _2 . _3) (th)) proc))))]))
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(define (negate f)
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(unless (procedure? f) (raise-type-error 'negate "procedure" f))
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(let-values ([(arity) (procedure-arity f)] [(_ kwds) (procedure-keywords f)])
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(case (and (null? kwds) arity) ; optimize some simple cases
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[(0) (lambda () (not (f)))]
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[(1) (lambda (x) (not (f x)))]
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[(2) (lambda (x y) (not (f x y)))]
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[else (compose1 not f)]))) ; keyworded or more args => just compose
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(define (make-curry right?)
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;; The real code is here
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(define (curry* f args kws kvs)
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(unless (procedure? f)
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(raise-type-error (if right? 'curryr 'curry) "procedure" f))
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(let* ([arity (procedure-arity f)]
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[max-arity (cond [(integer? arity) arity]
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[(arity-at-least? arity) #f]
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[(ormap arity-at-least? arity) #f]
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[else (apply max arity)])]
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[n (length args)])
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(define (loop args n)
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(cond
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[(procedure-arity-includes? f n)
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(if (null? kws) (apply f args) (keyword-apply f kws kvs args))]
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[(and max-arity (n . > . max-arity))
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(apply raise-arity-error f arity args)]
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[else
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(letrec [(curried
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(case-lambda
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[() curried] ; return itself on zero arguments
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[more (loop (if right?
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(append more args) (append args more))
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(+ n (length more)))]))]
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curried)]))
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;; take at least one step if we can continue (there is a higher arity)
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(if (equal? n max-arity)
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(if (null? kws) (apply f args) (keyword-apply f kws kvs args))
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(letrec ([curried
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(lambda more
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(let ([args (if right?
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(append more args) (append args more))])
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(loop args (+ n (length more)))))])
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curried))))
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;; curry is itself curried -- if we get args then they're the first step
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(define curry
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(case-lambda [(f) (define (curried . args) (curry* f args '() '()))
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curried]
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[(f . args) (curry* f args '() '())]))
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(make-keyword-procedure (lambda (kws kvs f . args) (curry* f args kws kvs))
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curry))
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(define curry (make-curry #f))
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(define curryr (make-curry #t))
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