共查询到20条相似文献,搜索用时 109 毫秒
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Saharon Shelah 《Archive for Mathematical Logic》1992,31(6):433-443
We prove here the consistency of u>i where: u=Min{|X|:XP() generates a non-principle ultrafilter}, i=Min{|A|:A is a maximal independent family of subsets of }In this we continue Goldstern and Shelah [G1Sh388] where Con(r>u) was proved using a similar but different forcing. We were motivated by Vaughan [V] (which consists of a survey and a list of open problems). For more information on the subject see [V] and [G1Sh388]. 相似文献
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Jean Bertoin 《Probability Theory and Related Fields》1990,84(2):231-250
Summary LetX be a BES0(d) (0<d<1) with canonical decompositionX=B+(d–1)H, whereB is a brownian motion andH locally of zero energy. The process (X; H) is shown to have a local time at (0; 0), and the characteristic measure of its excursions (in Itô's sense) is described. This study leads us to new determinations of the-space variable-process defined by the occupation densities ofH taken at some optional times. 相似文献
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M. Vsemirnov 《Transformation Groups》2006,11(2):295-304
It is proved that for any prime
the group
is a quotient of
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It is established that the exact covering numberg(1,5; 10) is 102. It is further shown that this configuration is unique. It can be obtained from the unique Steiner systemS(5, 6, 12). 相似文献
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Armin Hemmerling 《Mathematical Logic Quarterly》2015,61(3):127-131
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In this paper, we classify the generalized quadrangles of order (s,t), s ≠ 1 ≠ t, which admit the natural action of PSL(2,s) × PSL(2,s) on a subGQ of order (s,1). This generalizes a recent result of J. De Kaey and H. Van Maldeghem 3 , by whom the classification was obtained for the case s = t. © 2005 Wiley Periodicals, Inc. J Combin Designs. 相似文献
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《Mathematische Nachrichten》2017,290(17-18):2909-2924
A Banach space X has Pełczyński's property (V) if for every Banach space Y every unconditionally converging operator is weakly compact. In 1962, Aleksander Pełczyński showed that spaces for a compact Hausdorff space K enjoy the property (V), and some generalizations of this theorem have been proved since then. We introduce several possibilities of quantifying the property (V). We prove some characterizations of the introduced quantitative versions of this property, which allow us to prove a quantitative version of Pelczynski's result about spaces and generalize it. Finally, we study the relationship of several properties of operators including weak compactness and unconditional convergence, and using the results obtained we establish a relation between quantitative versions of the property (V) and quantitative versions of other well known properties of Banach spaces. 相似文献
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Dahmane Achour 《Rendiconti del Circolo Matematico di Palermo》2011,60(3):337-350
In this paper we introduce and study a new class containing the class of absolutely summing multilinear mappings, which we call absolutely (p;q 1,…,q m ;r)-summing multilinear mappings. We investigate some interesting properties concerning the absolutely (p;q 1,…,q m ;r)-summing m-linear mappings defined on Banach spaces. In particular, we prove a kind of Pietsch’s Domination Theorem and a multilinear version of the Factorization Theorem. 相似文献
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We prove that forf∈L p , 0<p<1, andk a positive integer, there exists an algebraic polynomialP n of degree ≤n such that $$\left\| {f - P_n } \right\|_p \leqslant C\omega _k^\varphi \left( {f,\frac{1}{n}} \right)_p $$ whereω k ? (f,t)p is the Ditzian-Totik modulus of smoothness off inL p , andC is a constant depending only onk andp. Moreover, iff is nondecreasing andk≤2, then the polynomialP n can also be taken to be nondecreasing. 相似文献