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|Title:||Some mathematical considerations about a small intestine morphology in the human body (Theory of Biomathematics and its Applications XIII : Modeling and Analysis for Discrete and Continuous Models)|
|Author's alias:||金澤, 洋隆|
|Journal title:||数理解析研究所講究録 = RIMS Kokyuroku|
|Abstract:||A small intestine has a non-Urunching tube structure and is packed in an abdominal cavity which is a finite space. Therefore, a small intestine has a finite number of bending. To investigate this number of tube‐bending, I introduce some differential geometrical concepts into the arguments and conclude that a small intestine has a given range of the number of a tube-bending.|
|Appears in Collections:||2043 Theory of Biomathematics and its Applications XIII : Modeling and Analysis for Discrete and Continuous Models|
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