著者
奥津 春雄
出版者
早稲田大学国文学会
雑誌
国文学研究 (ISSN:03898636)
巻号頁・発行日
vol.100, pp.181-191, 1990-03-15
著者
入澤 千晶 鈴木 謙一 中川 晴夫 菅野 理 加藤 弘彰 阿部 寛 石郷岡 学 石井 延久
出版者
泌尿器科紀要刊行会
雑誌
泌尿器科紀要 (ISSN:00181994)
巻号頁・発行日
vol.37, no.3, pp.267-271, 1991-03

A 62-year-old male visited our department complaining of left flank pain and urinary retention on November 6, 1989. Intravenous pyelography showed small stone shadows in bilateral ureters and lower calyx of kidney and the left kidney was not visualized. Endoscopically, calculi were seen in bilateral ureteral orifice. An ureteral catheter could not be passed up from there bilaterally. On November 13, 1989, January 24 and 26, 1990, calculi were passed out spontaneously. Analysis of the stones revealed silica calculus. The patient had a past history of duodenal ulcers. He was administered magnesium silicate and magnesium alminometasilicate as an anti-acid drug for ten years. Sixteen cases of silica calculus in Japan are reviewed.
著者
松原 正
出版者
早稲田商学同攻会
雑誌
早稲田商学=The Waseda commercial review (ISSN:03873404)
巻号頁・発行日
vol.278号, pp.79-82, 1979-07

神沢惣一郎著『情念の形而上学』
著者
平山 陽菜
巻号頁・発行日
2013

筑波大学修士 (図書館情報学) 学位論文・平成25年3月25日授与 (30946号)
著者
村野 亜子
巻号頁・発行日
2014

筑波大学修士 (図書館情報学) 学位論文・平成26年3月25日授与 (32628号)
著者
太田 重之
出版者
東京大学大学院農学生命科学研究科附属演習林
雑誌
演習林 (ISSN:04934326)
巻号頁・発行日
vol.34, pp.61-158, 1996

東京大学演習林100周年記念(3)
著者
矢田部 俊介
出版者
京都大学文学部科学哲学科学史研究室
雑誌
科学哲学科学史研究 (ISSN:18839177)
巻号頁・発行日
vol.6, pp.1-15, 2012-02-28

In his 2003 paper, Peacocke insisted that our implicit conception of natural numbers essentially uses a primitive recursion which consists of three clauses, and claimed that this excludes the non-standard models of natural numbers. In this article, we construct a counter “model” to his argument, which contains a non-standard natural number though the set ω of natural numbers is defined as an analogy to his primitive recursion, in a set theory with the comprehension principle within many-valued logic. This result suggests that we should interpret non-standard natural numbers from a philosophical viewpoint. We discuss this by reviewing Strict Finitism, and we conclude that non-standard natural numbers can be interpreted as “large numbers” in a Strict Finitist sense: It expresses new numbers which are introduced by expanding the notation system of natural numbers.