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With extremely unconventional ideas and logically rigorous thoughts |  |
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Math requires extremely unconventional ideas and logically rigorous thoughts. That is why some say math is difficult. It may be true. However, there is “beauty” you can encounter only by going through such difficulties. There may be a chance for you to encounter beauty hidden in math and figures you do not usually pay attention to. Come to Department of Mathematics! Nowadays, you can “see” and experiment math using computers. You can see the rough shape of a “fractal set”, a refractory figure appearing in math, using computers. For example, can you hand-write a curve such that “you cannot draw a tangent line at any point”? The figure on the right is called "3D quasi-fuchsian fractals" which are the limit sets of 3D quasi-fuchsian groups studied by F. Klein in the nineteenth century. |
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