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  <title>いかにして問題をとくか</title>
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  <title>How to solve it. (第5版)</title>
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<abstract>未知の問題に出会った場合どのように考えたらよいか。問題を解くすじみちを、数学者として著名なポリア教授が、やさしい数学を例にとって興味深く説明。新しい創造力に富んだ発想法、考え方を本書はあざやかに示す。 問題をとくためのチャート （抜粋）・問題を理解する 未知のものは何か、与えられているデータは何か、条件の各部を分離し書きあらわせ。・計画をたてる 与えられた問題が解けなかったら、既に解いたことのある易しくて似た問題を思い出せ。条件の一部を残し他を捨てれば未知のものが見えてくる。・計画を実行する 解答の計画を実行するときに、各段階を検討せよ。その段階が正しいことをはっきりとみとめられるか。・ふり返ってみる 得られた答えを検討する。結果をちがった仕方で導くことができるか。他の問題にその結果や方法を応用することが出来るか。</abstract>
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  <title>Mirrors and Reflections</title>
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  <topic>線形代数</topic>
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<abstract>行列式のもつ意味を詳細に説明</abstract>
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  <namePart>Krantz, Steven George, 1951-</namePart>
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<abstract>日常生活で直面する問題を数学で解決する</abstract>
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