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http://hdl.handle.net/11133/1977
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Title: | シンプソン公式と同等の精度を持つ新台形公式について |
Other Titles: | シンプソン コウシキ ト ドウトウ ノ セイド オ モツ シン ダイケイ コウシキ ニツイテ On the new trapezoid rule with the same precision as that of the Simpson's rule |
Authors: | 樋口, 功 HIGUCHI, Isao |
Issue Date: | 31-Mar-1999 |
Publisher: | 愛知工業大学 |
Abstract: | In this study, we first try to establish the generalized trapezoid rule in the theory of numerical integrals by the inverse calculation from the order of error estimations. Next, we shall prove that there exists one and only one trapezoid rule that has the same precision as that of the Simpson's rule. Finally, we shall give the concrete form of the above new trapezoid rule. |
URI: | http://hdl.handle.net/11133/1977 |
Appears in Collections: | 34号
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