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Đề tài " Quasi-actions on trees I. Bounded valence " pdf

Thạc sĩ - Cao học

... below similar results hold, sometimes with restriction to cobounded quasi-actions, sometimes with stronger conclusions The main result of this paper, Theorem 1, gives a complete solution to the problem ... incorporate thick Euclidean buildings of rank However, the conclusion of Theorem cannot be as strong as the results of [Pan89b] and [KL97b] A given quasi-action on a bounded valence, bushy tree ... ) = F (F (Xf v ) = Xf v 4.4 Coarse Poincar´ duality spaces and groups e Proposition 16 has a strong hypothesis, namely weak vertex rigidity In this section we prove the proposition that any...
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Đề tài " Quasi-projectivity of moduli spaces of polarized varieties " pptx

Thạc sĩ - Cao học

... SPACES 605 holds In our applications the divisor D will always be ample so that (∗)m is slightly stronger than the first condition We will still use the term ”canonically polarized framed manifold”...
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Đề tài

Đề tài "Quasi-isometry invariance of group splittings " pdf

Thạc sĩ - Cao học

... boundary line of the three half-planes cannot be separated by any line in X We will actually need a stronger and somewhat less obvious form of this that is proved in Lemma A.1 of the appendix The proof ... proper lines, i.e homeomorphic images of R in X It turns out that to carry out our proof we need a stronger version of Theorem 3.1 proved in Section It says roughly that if G is not virtually planar ... less than M essential components Remark 1.4.2 We can show in the same way the following slightly stronger result: Let X be a Cayley graph of a finitely presented one-ended group G and let Ln be a...
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Đề tài

Đề tài "Non-quasi-projective moduli spaces " ppt

Thạc sĩ - Cao học

... setting of (28) the local resolution process automatically globalizes (Note that this is a much stronger uniqueness than in the case of B(a1 , ,an ) An → An , where we have uniqueness only up to ... blow up is indeed unique It is a general rule that for minimal discrepancy divisors we can expect stronger uniqueness results.) As in (38) we also obtain that every deformation of Xi is trivial for...
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