Atiyah–Singer index theorem (Q755991)
theorem that the difference between the dimensions of the kernel and cokernel of a differential operator on a manifold is the integral of a characteristic class
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Atiyah–Singer index theorem |
theorem that the difference between the dimensions of the kernel and cokernel of a differential operator on a manifold is the integral of a characteristic class |
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Wikipedia(17 entries)
- arwiki نظرية أس عطية-سينجر
- dewiki Atiyah-Singer-Indexsatz
- elwiki Θεώρημα δείκτη Ατίγια-Σίνγκερ
- enwiki Atiyah–Singer index theorem
- frwiki Théorème de l'indice d'Atiyah-Singer
- glwiki Teorema do índice de Atiyah-Singer
- itwiki Teorema di Atiyah-Singer
- jawiki アティヤ＝シンガーの指数定理
- kowiki 아티야-싱어 지표 정리
- nlwiki Indexstelling van Atiyah-Singer
- ptwiki Teorema do índice de Atiyah-Singer
- ruwiki Теорема Атьи — Зингера об индексе
- srwiki Ati–Zingerova indeksna teorema
- ukwiki Теорема Атії — Зінгера про індекс
- wuuwiki 阿蒂亚－辛格指标定理
- zh_yuewiki 指標定理
- zhwiki 阿蒂亞－辛格指標定理