| date | page |
|---|---|
| Nov 05 | infty_n-category.htm... |
| Nov 06 | modules.html |
| Nov 06 | algebraic_K_of_ring.... |
| Nov 06 | weak_equivalence.htm... |
| Nov 07 | Rota-Baxter_algebra.... |
| Nov 08 | homology_of_iterated... |
| Nov 09 | polymatroid.html |
| Nov 10 | cactus_group.html |
| Nov 11 | generalized_triangul... |
| Nov 12 | cubical_set.html |
| Nov 13 | Reedy_category.html |
| Nov 14 | CW.html |
| Nov 14 | CW_approximation.htm... |
| Nov 15 | numbers.html |
| Nov 16 | Monsky_dissection.ht... |
| Nov 16 | noncrossing_partitio... |
| Nov 17 | diagram_of_spaces.ht... |
| Nov 17 | generalized_spaces.h... |
| Nov 17 | space_level_construc... |
| Nov 17 | ind-pro.html |
| Nov 17 | pro-object.html |
| Nov 17 | ind-object.html |
| Nov 17 | A_infty-category.htm... |
| Nov 17 | limits.html |
| Nov 18 | finiteness_for_group... |
| Nov 18 | locally_compact_grou... |
| Nov 19 | Segal_space.html |
| Nov 20 | quandle.html |
| Nov 21 | root_system.html |
| Nov 22 | polygon.html |
有限群 |
|
有限群も代数的トポロジーと関連の深い対象である。対称群は, 写像空間の組み合せ論的なモデルの構成や コホモロジー作用素の構成で, 中心的な役割を果す。 また有限群の分類空間のホモトピー型は, 代数的トポロジーの主要な研究対象の一つである。 |