Atiyah–Hitchin–Singer theorem
the theorem that the space of SU(2) anti self dual Yang–Mills fields on a 4-sphere with index k > 0 has dimension 8k – 3
| rdfs:label |
"Atiyah–Hitchin–Singer theorem"@en
|
| schema:description | "the theorem that the space of SU(2) anti self dual Yang–Mills fields on a 4-sphere with index k > 0 has dimension 8k – 3"@en |
|
schema:date |
"2025-08-29T15:28:12+00:00"^^xsd:dateTime |
| schema:version | 2398121631 |
| wikibase:identifiers | 1 |
| wikibase:sitelinks | 1 |
| wikibase:statements | 4 |
| p:P1269 | wd:statement/Q4815876-7928bd90-4cf2-1ced-07fc-4f584c386201 |
| p:P31 | wd:statement/Q4815876-0aef65d2-4136-cd9d-e5ad-0d8b08291102 |
| p:P6104 | wd:statement/Q4815876-89958698-8C04-4AFF-898F-59B1CB0DC8E3 |
| p:P646 | wd:statement/Q4815876-A10434C5-5EAF-46F5-A60F-24B1492BE853 |
| wdt:P1269 | Yang–Mills instanton |
| wdt:P31 | theorem |
| wdt:P6104 | WikiProject Mathematics |
| wdt:P646 | "/m/0ndjbj3" |
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