manifestation_id original_title title_alternative title_transcription statement_of_responsibility serial manifestation_identifier creator contributor publisher pub_date date_of_publication year_of_publication publication_place manifestation_created_at manifestation_updated_at carrier_type content_type frequency language isbn issn volume_number volume_number_string edition edition_string issue_number issue_number_string serial_number extent start_page end_page dimensions height width depth manifestation_price access_address manifestation_required_role abstract description note identifier:iss_itemno identifier:google_books_id series_statement_id series_statement_original_title series_statement_title_subseries series_statement_title_subseries_transcription series_statement_title_transcription series_statement_creator series_statement_volume_number series_statement_series_master series_statement_root_manifestation_id series_statement_manifestation_id series_statement_position series_statement_note series_statement_created_at series_statement_updated_at subject:unknown subject:ndlsh subject:bsh subject:lcsh classification:ndc9 classification:ddc classification:ndc8 classification:ndc10 doi jpno ncid lccn iss_itemno item_id item_identifier binding_item_identifier call_number library shelf item_note accepted_at acquired_at item_created_at item_updated_at 478 行列プログラマー : Pythonプログラムで学ぶ線形代数 Coding the Matrix ギョウレツ プログラマー : パイソン プログラム デ マナブ センケイ ダイスウ Philip N.Klein 著; 松田晃一, 弓林司, 脇本佑紀, 中田洋, 齋藤大吾 訳 false https://ndlsearch.ndl.go.jp/books/R100000002-I027614758 Klein, Philip N//松田, 晃一, 1960-//弓林, 司, 1987-//脇本, 佑紀 "" オライリー・ジャパン//オーム社 2016 2016-01-01 00:00:00 +0900 2016 東京 2026-09-17 18:55:27 +0900 2026-09-28 13:06:49 +0900 volume text unknown Japanese 9784873117775 "" 657p 1 657 26cm 26 5400 Guest 線形代数プログラミングの解説書。数学的概念を実装するプログラムで実際に問題を解決しながら、その応用法を探求。(提供元: 出版情報登録センター(JPRO)) "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" "" 線型代数学 "" "" 411.3 "" "" "" 22798798 R100000002-I027614758 471 G00469 411.3|KLE gorilla_eagle_lib fox "" 2026-09-17 18:56:47 +0900 2026-09-18 08:38:22 +0900