- Timestamp:
- 2015-06-19T15:23:10-07:00 (9 years ago)
- File:
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- 1 edited
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branches/f4grobner/polynomial.lisp
r2533 r2534 109 109 (macrolet ((lt (termlist) `(car ,termlist)) 110 110 (lc (termlist) `(term-coeff (lt ,termlist)))) 111 (with-slots ((p termlist) order) 112 self 113 (with-slots ((q termlist)) 114 other 115 (do (r) 116 ((cond 117 ((endp p) 118 (setf p (nconc p q)) 119 t) 120 ((endp q)) 121 (t 122 (multiple-value-bind 123 (lm-greater lm-equal) 124 (funcall order (car p) (car q)) 125 (cond 126 (lm-equal 127 (let ((s (r+ (lc p) (lc q)))) 128 (unless (r-zerop s) 129 130 (lm-greater 131 (setf r (cons (car p) r) 132 p (cdr p))) 133 (t (setf r (cons (car q) r) 134 q (cdr q))))) 135 nil)) 136 r))))))))) 111 (with-slots ((termlist1 termlist)) 112 self 113 (with-slots ((termlist2 termlist)) 114 other 115 116 (do ((p termlist1 (cdr p)) 117 (q termlist2)) 118 ((endp p) 119 ) 120 ;; Copy all initial terms of q greater than (lt p) into p 121 (do ((r q (cdr q))) 122 ((lex> (lt r) (lt p))) 123 (push (lt r) p)) 124 ;; Now compare leading terms of p and q 125 (multiple-value-bind 126 (lm-greater lm-equal) 127 (lex> (lt p) (lt q)) 128 (cond 129 (lm-equal 130 ;; Simply add coefficients 131 (setf (lc p) (add-to (lc p) (lc q)))) 132 (lm-greater 133 ;; Since (lt p) > (lt q), we need to insert (lt q) into p 134 (setf p (cons (car p) r) 135 p (cdr p))) 136 (t (setf r (cons (car q) r) 137 q (cdr q))))) 138 nil)) 139 r))))) 137 140 self) 138 141
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