<html xmlns="http://www.w3.org/1999/xhtml"><head></head><body><p><anchor-end xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:" a0:anchor="1" xmlns:a0="urn:x-suika-fam-cx:markup:suikawiki:0:9:">[1]</anchor-end> <dfn><rubyb xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:">実数<rt xmlns="http://www.w3.org/1999/xhtml" xml:lang="en">real number</rt></rubyb></dfn>は、<anchor xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:">複素数</anchor>のうち、<anchor xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:">虚数</anchor>でない<anchor xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:">数</anchor>です。</p><p><anchor-end xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:" a0:anchor="2" xmlns:a0="urn:x-suika-fam-cx:markup:suikawiki:0:9:">[2]</anchor-end> <anchor xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:">有理数</anchor>と<anchor xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:">無理数</anchor>があります。</p><p><anchor-end xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:" a0:anchor="3" xmlns:a0="urn:x-suika-fam-cx:markup:suikawiki:0:9:">[3]</anchor-end> <anchor xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:">プログラミング言語</anchor>などで<dfn>実数型</dfn>というとき、ほとんどは<anchor xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:">浮動小数点型</anchor>のことを言っています。</p><p><anchor-end xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:" a0:anchor="4" xmlns:a0="urn:x-suika-fam-cx:markup:suikawiki:0:9:">[4]</anchor-end> <cite xml:lang="ja">Excelの演算誤差</cite>
(<time>2008-10-19 08:52:29 +09:00</time>)
<anchor-external xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:" a0:resScheme="URI" xmlns:a0="urn:x-suika-fam-cx:markup:suikawiki:0:9:" a0:resParameter="https://oku.edu.mie-u.ac.jp/~okumura/software/excel/roundoff.html">https://oku.edu.mie-u.ac.jp/~okumura/software/excel/roundoff.html</anchor-external></p><p><anchor-end xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:" a0:anchor="5" xmlns:a0="urn:x-suika-fam-cx:markup:suikawiki:0:9:">[5]</anchor-end> <cite xml:lang="ja">LibreOffice CalcとExcelの計算結果誤差をみなさんで検証していただいた結果まとめ - Togetter</cite>
(<time>2019-06-19 10:39:21 +09:00</time>)
<anchor-external xmlns="urn:x-suika-fam-cx:markup:suikawiki:0:9:" a0:resScheme="URI" xmlns:a0="urn:x-suika-fam-cx:markup:suikawiki:0:9:" a0:resParameter="https://togetter.com/li/1367733">https://togetter.com/li/1367733</anchor-external></p></body></html>