山本 野人, 渡部 善隆, 田中 得登, 中尾 充宏:
一般化固有値問題の精度保証付き解法,
日本応用数理学会1997年度年会講演予稿集 pp.10-11, 名古屋大学, 1997年10月.
Let us consider generalized eigenvalue problems A x = l B x.
As conserns the numerical verification methods for PDEs which we have
developed, we need an upper bound of `l' as sharp as possible.
Aside from the numerical verification, this situation with the problem
often appears in many cases in mathematical science and engineering.
Thus we believe that it is significant to investigate
calculations with guaranteed accuracy. 2 pages.
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