Let the order of power products in R[w , x, y, z] be lex with z <
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Let the order of power products in R[w , x, y, z] be lex with z < y < x < w. Find a Grobner basis for the given ideal.
(w + x - y + 4z - 3, 2w + x + y - 2z + 4, w + 3x - 3y + z - 5)
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