Searching for "The Borel Conjecture." – sorted by Relevance.
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On the consistency of Borel's Conjecture
- Need for efficient processing of multimedia applications on PCs, mobile phones, games and so on have been increasing. Especially, low cost, low power consumption and high performance processors for multimedia
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The Borel/Novikov conjectures and stable diffeomorphisms of 4-manifolds
- The Borel/Novikov conjectures and stable di#eomorphisms of 4-manifolds James F. Davis # Indiana
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On Strong Measure Zero Subsets of ...
- , and that the generalized Borel conjecture for κ 2 is false. Moreover, for regular uncountable κ, the family of subsets of κ
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L-Modules And The Conjecture Of Rapoport And Goresky-Macpherson
- by Tilouine. 1. Introduction In a letter to Borel in 1986 Rapoport made a conjecture (independently
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A history and survey of the Novikov conjecture
- of the Novikov and Borel Conjectures 17 Mishchenko and the symmetric signature 18 Lusztig and the analytic
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On Novikov-type Conjectures
- of the Novikov conjecture. In the original paper, it was shown to follow from the Borel conjecture. Keswani [Ke1
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The Geometry and Topology of Coxeter Groups
- 216 11.4 The Borel Conjecture and the PD n -Group Conjecture 217 11.5 The Second Version of the Trick
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Manifold Aspects of the Novikov Conjecture
- are homotopy equivalent. In this case there is a conjecture much stronger that the Novikov conjecture. Borel
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Quasi-Isometry Classification Of Coarse Hadamard Manifolds
- of homeomorphism. The Borel conjecture is that every homotopy equivalence of as- 4 OLIVER ATTIE pherical closed
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Crowded rational ultrafilters
- that there are gru# ultrafilters in Laver's model for the Borel Conjecture; CMA is certainly false in that model
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