- Timestamp:
- 2015-06-10T20:52:25-07:00 (10 years ago)
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branches/f4grobner/division.lisp
r1182 r1187 176 176 (normal-form-step ring-and-order fl f r c division-count)))) 177 177 178 (defun buchberger-criterion (ring g)178 (defun buchberger-criterion (ring-and-order g) 179 179 "Returns T if G is a Grobner basis, by using the Buchberger 180 180 criterion: for every two polynomials h1 and h2 in G the S-polynomial … … 182 182 (every 183 183 #'poly-zerop 184 (makelist (normal-form ring (spoly ring (elt g i) (elt g j)) g nil)184 (makelist (normal-form ring-and-order (spoly ring (elt g i) (elt g j)) g nil) 185 185 (i 0 (- (length g) 2)) 186 186 (j (1+ i) (1- (length g))))))
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