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; Copyright (c) 2003 RT Happe <rthappe at web de>
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; See the file COPYING distributed with the Scheme Untergrund Library
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; Odds and Ends
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; that haven't found a natural place, yet.
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;
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; Synopses
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;
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; (assert [id] exp) ; syntax
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; If not EXP signal an error with suitable message. The optional
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; ID may be any printable object, e.g. a symbol naming the enclosing
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; procedure. [ This could be done with a procedure, but ASSERT being
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; a macro, we can redefine it as the trivial form that doesn't evaluate
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; its parameters. ]
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;
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; (receive/name loop formals exp form0 ...) ; syntax
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; Bind LOOP to a macro wrapped around the procedure LUP with parameter
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; list FORMALS and body FORM0 ... so that
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; * (LOOP multi-valued-expression) calls LUP with the values of
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; multi-valued-expression , and
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; * (LOOP exp0 ...) becomes (LUP exp0 ...)
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;
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; (gen-dispatch ((predicate action) ...) e0 e1 ... en) ; syntax
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; Dispatch action on type of first argument E0: feed E0 ... EN to the
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; first action such that the PREDICATE holds for E0. Signal an error
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; if nothing goes.
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; See README for documentation.
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(define-syntax assert
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(syntax-rules ()
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'?x)))))
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; RECEIVE/NAME is a multiple values analogue of named LET.
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; Syntax: (receive/name <identifier> <formals> <expression> <body>)
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; [ non-terminals as in R5RS ]
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; Semantics: (receive/name loop (x y) exp0 ; yes, it's a special case
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; ... (loop exp1) ...)
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; is eqv to
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; (receive (x y) exp0
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; (let lup ((x x) (y y))
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; ... (receive (x y) exp1
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; (lup x y)) ...))
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;
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; And (receive/name loop (x y) exp0
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; ... (loop exp1 exp1) ...)
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; is eqv to
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; (receive (x y) exp0
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; (let lup ((x x) (y y))
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; ... (lup exp1 exp2) ...))
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;
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; Absurd example:
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; (define (shove n xs) (values (- n 1) (cons n xs)))
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; (receive/name loop (n xs) (values 7 '())
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; (if (= n 0)
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; (display xs)
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; (loop (shove n xs))))
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;; RECEIVE/NAME is a multiple values analogue of named LET.
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(define-syntax receive/name
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(syntax-rules ()
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((_ ?tag ?tuple ?call ?body0 ?body1 ...)
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