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貌似施莱格尔投影和球极投影都不是物体的原型

用手电筒照一个四维物体叫什么投影?
4Der 4/18 219.137.36.* (Clicks/Replies: 728/1)

这些是不是多胞体的展开图 [Picture]

24cell:
4Der 4/17 yaoliding (Clicks/Replies: 898/3)

话说我认为多维图形的二维线架图很像分形的说

并且维数越高分形图形越精细
4Der 4/17 yaoliding (Clicks/Replies: 865/1)

【问题】五维单形大概有多少个四维单形?

rt
4Der 4/17 yaoliding (Clicks/Replies: 798/1)

【图片】正多胞体的三维展开图

http://zh.arslanbar.net/pictures.php?b=%E5%9B%9B%E7%BB%B4%E5%87%A0%E4%BD%95%E5%AD%A6&label=album...
4Der 4/17 4Der (Clicks/Replies: 733/0)

ubuntu11.04也没几天就发布了

rt
4Der 4/17 4Der (Clicks/Replies: 823/0)

前十维基本多胞形表格,看的懂的求陪同 [Picture]

我写的
yaoliding 4/17 4Der (Clicks/Replies: 936/4)

各种三维正多面体的球极投影都是jenn里面的

rt
4Der 4/17 yaoliding (Clicks/Replies: 869/3)

阿斯兰侃吧成长历程 [活动区]

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啊啊是谁都对 4/17 啊啊是谁都对 (Clicks/Replies: 1,594/7)

其实各种多胞体表面都是三维

不仅仅是超球
4Der 4/17 4Der (Clicks/Replies: 732/0)

『经济论坛』 [经济杂谈]阿根廷百年---向发展中国家蜕变

http://www.tianya.cn/publicforum/content/develop/1/402518.shtml
Revive_ctg 4/17 Revive_ctg (Clicks/Replies: 1,007/1)

我iu飞大家看

Revive_ctg 4/17 Revive_ctg (Clicks/Replies: 790/7)

leisile

Revive_ctg 4/17 Revive_ctg (Clicks/Replies: 789/7)

u他愉快国际化

Revive_ctg 4/17 Revive_ctg (Clicks/Replies: 730/9)

与国际化可谷口节

Revive_ctg 4/17 Revive_ctg (Clicks/Replies: 682/9)
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