Last Updated:2025/12/05

To solve systems of polynomial equations efficiently, researchers often compute a Gröbner basis of the ideal and then analyze its structure to determine the number of solutions.

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To solve systems of polynomial equations efficiently, researchers often compute a Gröbner basis of the ideal and then analyze its structure to determine the number of solutions.

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多項式方程式の連立を効率的に解くために、研究者はしばしばイデアルのグレブナー基底を計算し、その構造を解析して解の個数を決定します。

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