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    • Deftreeops-event-generation

    Deftreeops-gen-rep-info

    Generate the information for a repetition in a concatenation in the alternation that defines a rule name.

    Signature
    (deftreeops-gen-rep-info rep i check-conc-fn 
                             alt-singletonp rulename-upstring prefix) 
     
      → 
    info
    Arguments
    rep — Guard (repetitionp rep).
    i — Indentifies the concatenation that this repetition is part of, starting from 1.
        Guard (posp i).
    check-conc-fn — The check-conc-fn component of deftreeops-rulename-info.
        Guard (common-lisp::symbolp check-conc-fn).
    alt-singletonp — Whether the alternation that defines the rule name consists of a single concatenation or not.
        Guard (booleanp alt-singletonp).
    rulename-upstring — Rule name normalized in uppercase.
        Guard (common-lisp::stringp rulename-upstring).
    prefix — Guard (common-lisp::symbolp prefix).
    Returns
    info — Type (deftreeops-rep-infop info).

    Definitions and Theorems

    Function: deftreeops-gen-rep-info

    (defun deftreeops-gen-rep-info
           (rep i check-conc-fn
                alt-singletonp rulename-upstring prefix)
     (declare
          (xargs :guard (and (repetitionp rep)
                             (posp i)
                             (common-lisp::symbolp check-conc-fn)
                             (booleanp alt-singletonp)
                             (common-lisp::stringp rulename-upstring)
                             (common-lisp::symbolp prefix))))
     (let ((__function__ 'deftreeops-gen-rep-info))
      (declare (ignorable __function__))
      (b*
       ((matching-thm
         (and
             (equal (repetition->range rep)
                    (make-repeat-range :min 1
                                       :max (nati-finite 1)))
             (if alt-singletonp
                 (packn-pos (list prefix '-
                                  rulename-upstring '-conc-rep-matching)
                            prefix)
               (packn-pos (list prefix '-
                                rulename-upstring '-conc
                                i '-rep-matching)
                          prefix))))
        (get-tree-list-fn
             (and (equal (repetition->range rep)
                         (make-repeat-range :min 1
                                            :max (nati-finite 1)))
                  (if alt-singletonp
                      (packn-pos (list prefix '-
                                       rulename-upstring '-conc-rep)
                                 prefix)
                    (and check-conc-fn
                         (packn-pos (list prefix '-
                                          rulename-upstring '-conc
                                          i '-rep)
                                    prefix)))))
        (get-tree-fn (and get-tree-list-fn
                          (or alt-singletonp
                              (element-case (repetition->element rep)
                                            :rulename))
                          (packn-pos (list get-tree-list-fn '-elem)
                                     get-tree-list-fn))))
       (make-deftreeops-rep-info :get-tree-list-fn get-tree-list-fn
                                 :matching-thm matching-thm
                                 :get-len-fn nil
                                 :get-tree-fn get-tree-fn))))

    Theorem: deftreeops-rep-infop-of-deftreeops-gen-rep-info

    (defthm deftreeops-rep-infop-of-deftreeops-gen-rep-info
     (b*
      ((info (deftreeops-gen-rep-info rep i check-conc-fn alt-singletonp
                                      rulename-upstring prefix)))
      (deftreeops-rep-infop info))
     :rule-classes :rewrite)