欧几里得项目
期刊
会议
图书
作者:Michael J. Hopkins
来源:[J].Homology, Homotopy and Applications(IF 0.433), 2008, Vol.10 (3), pp.1-13
摘要:This is a transcription of my talk on the work of Doug Ravenel. While it wasintended as a one-time performance, the organizers felt it would be a good ideato have some representation appear as part of the conference proceedings. DonDavis went to the great trouble of transcribing ...
作者:Michael A. Hill , Michael J. Hopkins , Douglas C. Ravenel
来源:[J].Current Developments in Mathematics, 2010, Vol.2009, pp.23-57
摘要:This paper gives the history and background of one of theoldest problems in algebraic topology, along with a short summary ofour solution to it and a description of some of the tools we use. Moredetails of the proof are provided in our second paper in this volume, The Arf-Ke...
作者:Michael A. Hill , Michael J. Hopkins , Douglas C. Ravenel
来源:[J].Current Developments in Mathematics, 2011, Vol.2010, pp.1-44
摘要:We provide a sketch of the proof of the non-existence of KervaireInvariant one manifolds using equivariant homotopy theory.A treatment of the statement and history of the problem can be found in“The Arf-Kervaire problem in algebraic topology: Introduction”. Ourgoal here is t...

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