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词条 Atiyah–Jones conjecture
释义

  1. References

In mathematics, the Atiyah–Jones conjecture is a conjecture about the homology of the moduli space of instantons over a sphere. It was introduced by {{harvs|txt | last1=Atiyah | first1=Michael Francis | author1-link=Michael Atiyah | last2=Jones | first2=John D. S. | title=Topological aspects of Yang-Mills theory | url=http://projecteuclid.org/getRecord?id=euclid.cmp/1103904210 | mr=503187 | year=1978 | journal=Communications in Mathematical Physics | issn=0010-3616 | volume=61 | issue=2 | pages=97–118}} and proved by {{harvs|txt| last1=Boyer | first1=Charles P. | last2=Hurtubise | first2=Jacques C. |author2-link=Jacques Hurtubise (mathematician)| last3=Mann | first3=Benjamin M. | last4=Milgram | first4=R. James | year1=1992|year2=1993 |}}.

References

  • {{Citation | last1=Atiyah | first1=Michael Francis | author1-link=Michael Atiyah | last2=Jones | first2=John D. S. | title=Topological aspects of Yang-Mills theory | url=http://projecteuclid.org/getRecord?id=euclid.cmp/1103904210 | mr=503187 | year=1978 | journal=Communications in Mathematical Physics | issn=0010-3616 | volume=61 | issue=2 | pages=97–118 | doi=10.1007/bf01609489|bibcode = 1978CMaPh..61...97A }}
  • {{Citation | last1=Boyer | first1=Charles P. | last2=Hurtubise | first2=Jacques C.|author2-link=Jacques Hurtubise (mathematician) | last3=Mann | first3=Benjamin M. | last4=Milgram | first4=R. James | title=The Atiyah–Jones conjecture | doi=10.1090/S0273-0979-1992-00286-0 | mr=1130447 | year=1992 | journal=Bulletin of the American Mathematical Society |series=New Series | issn=0002-9904 | volume=26 | issue=2 | pages=317–321| arxiv=math/9204226 | bibcode=1994BAMaS..30..205W }}
  • {{Citation | last1=Boyer | first1=Charles P. | last2=Hurtubise | first2=Jacques C. |author2-link=Jacques Hurtubise (mathematician)| last3=Mann | first3=Benjamin M. | last4=Milgram | first4=R. James | title=The topology of instanton moduli spaces. I. The Atiyah–Jones conjecture | mr=1217348 | year=1993 | journal=Annals of Mathematics |series=Second Series | issn=0003-486X | volume=137 | issue=3 | pages=561–609|jstor=2946532 | doi=10.2307/2946532}}
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3 : Topology|Quantum chromodynamics|Conjectures that have been proved

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