紀要論文 複素関数を描く

瓜生, 等

内容記述
 I consider the graphs of the functions of a complex variable in this paper. I cannot draw it directly, the functions from complex number to complex number. Because a thought method to look around the perspective from the part is necessary, high content will be found mathematically. If it can be visualized in a part easily, I become able to understand the total picture by putting them on top of one another in imagination. And this is regarded as typical mathematical activity. Therefore I decided to use an information appliance to be able to perform visualization instantly. I calculated the theoretical numerical value by C language and used drawing software Gnuplot with practice numerical value. We are dealing with fluid dynamics as a specific example. I really report the contents which let a university student test it by a class here.
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https://mue.repo.nii.ac.jp/?action=repository_action_common_download&item_id=482&item_no=1&attribute_id=22&file_no=1

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