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2013-10-10 23:45:10

Errata from the final draft of R7RS:

  1. In Section 3.1 (Variables, syntactic keywords, and regions), the claim in paragraph 2 that all variable binding constructs can be explained in terms of lambda does not apply to top-level bindings.
  1. Section 7.1.5 (Transformers) doesn't make it clear that a top-level syntax-rules pattern must be a list pattern, not a vector pattern or an identifier pattern.
  1. In Section 6.3 (Booleans), the procedure boolean=? is defined to return #t if the arguments are all booleans and are either all #t or all #f. The words "are all booleans and" incorrectly suggest that the value is #f if at least one argument is not a boolean. In fact it is an error to apply boolean=? to non-booleans.
  1. In Section 4.1.2 (Literal expressions), the examples '# and # should be '#\a and #\a respectively.
  1. In section 7.1.1 (Lexical structure), the escape sequence \| is not shown as permitted in strings. The list in Section 6.7 shows that it is equivalent to |. This makes the same escape sequences valid in both strings and symbols.
  1. In Section 7.3 (Derived expression types), the syntax-rules definition of case is incorrect; the fourth syntax rule must be moved after the fifth to avoid an improper match against the fourth rule when => is present. Here is the correct version:
(define-syntax case (syntax-rules (else =>) ((case (key ...) clauses ...) (let ((atom-key (key ...))) (case atom-key clauses ...))) ((case key (else => result)) (result key)) ((case key (else result1 result2 ...)) (begin result1 result2 ...)) ((case key ((atoms ...) => result)) (if (memv key '(atoms ...)) (result key))) ((case key ((atoms ...) => result) clause clauses ...) (if (memv key '(atoms ...)) (result key) (case key clause clauses ...))) ((case key ((atoms ...) result1 result2 ...)) (if (memv key '(atoms ...)) (begin result1 result2 ...))) ((case key ((atoms ...) result1 result2 ...) clause clauses ...) (if (memv key '(atoms ...)) (begin result1 result2 ...) (case key clause clauses ...)))))
  1. The note in Section 4.2.8, Quasiquotation, implies that identifiers can begin with @. This is not the case according to the lexical rules given in Section 7.1.1. However, identifiers beginning with @ are a legitimate implementation extension, in which case the note applies.