211,847 research outputs found
A Berger type normal holonomy theorem for complex submanifolds
No full textWe prove a kind of Berger-Simons' Theorem for the normal holonomy group of a complex submanifold of the projective spac
Asymptotic consistency under large entropy sampling designs with unequal probabilities
No full textA large part of survey sampling literature is devoted to unequal probabilities sampling designs without replacement. Brewer and Hanif (1983) provided a summary of these sampling designs. The maximum entropy designs is one of them. Consistency results have been proven for the maximum entropy sampling (Hájek, 1964). The aim is to give sufficient conditions under which Hájek (1964) consistency results still hold for large entropy sampling designs which are different from the maximum entropy design. These conditions involve modes of convergence of sampling designs towards the maximum entropy design. We show that these conditions are satisfied for the popular Rao-Sampford (Rao, 1965, Sampford, 1967) design. Our consistency results are applied to the Hájek (1964) simple variance estimator. This estimator does not require joint-inclusion probabilities and can be easily estimated using weighted least squares regression (Berger, 2004, 2005b). Deville (1999) conjectured that this estimator is suitable for any sampling designs (see also Brewer and Donadio, 2003). Our consistency result gives regularity conditions under which this estimator is consistent which justifies Deville’s (1999) conjecture
Abhandlung von den Advocaten und ihren Pflichten besonders in peinlichen Fällen
No full textAb "Zweiter Theil" unter dem Titel "Schutzreden in peinlichen Fällen"Vorlageform der Veröffentlichungsangabe: Bützow und Wismar, bey Berger und Boedner ..
BERGER
No full textSeries: Les Représentans Représentés
Published in Le Charivari
Original text: BERGER. Il n\u27y a pas d\u27erreur, nous avons écrit Berger, et c\u27est bien Berger qu\u27il faut lire. En contemplant les traits de ce personnage, vous pourriez vous y méprendre au premier aspect, mais vous n\u27avez pas sous les yeux une copie de Louis-Philippe, c\u27est seulement une contre-façon de Mr. de Rambuteau.https://commons.und.edu/daumier-prints/1738/thumbnail.jp
[Le] Chant Du Berger
No full text80.7568.199 – “[Le] Chant Du Berger” De Colas, M.: A. C. Peters & Bro.: Cincinnati: Minstrel: n.d.: Solo Piano
Johann Heinrich Kirchhofs, JCti, Sr. Königl. Majest. zu Dännemark, Norwegen [et]c. bestalten Justitzraths, Schutzreden in peinlichen Fällen ... : Mit einer Vorrede D. Ernest Johann Friederich Manzels, Sr. Herzogl. Durchl. zu Mecklenburg Canzeley- und Consistorialraths, Kayserl. Pfalzgrafen und ordentlichen Professors der Rechte auf der Universität Bützow
No full textDie Rückseite des Titelblatts ist unbedrucktEnthält Widmung an: "Sr. Excellenz ... Herrn Detlef von Reventlau ...", unterzeichnet: "... Johann Heinrich Kirchhof."Autopsie nach Ex. der SUB HamburgVorlageform der Veröffentlichungsangabe: Bützow und Wismar, bey Berger und Boedner, 1766
Der Praetendent : romantisch-komische Oper in drei Acten
No full textvon C P. Berger. Musik von Fr. KückenPreisangabe: PR. 12. THLR.Vorlageform des Erscheinungsvermerks: LEIPZIG, BEI FR. KISTNE
Academic Correspondence, Stanford and Other Universities 1959-1960: Robert C. North and Elmer Berger, March 4-7, 1960
No full textLetter from Robert C. North, Department of Political Science at Stanford University, to Fayez Sayegh, March 4, 1960, Sayegh\u27s response, March 7, 1960, and two letters, one formal and one informal, from Sayegh to Elmer Berger, March 7, 1960, regarding funds for Sayegh\u27s research at Stanford
Academic Correspondence, Stanford and Other Universities 1959-1960: Elmer Berger, April 2, 1960
No full textLetter from Fayez Sayegh to Elmer Berger, April 2, 1960, relaying the message from Robert C. North\u27s March 31 letter and telegram that things were moving forward with the research project and teaching position at Stanford
A Note on the asymptotic equivalence of jackknife and linearization variance estimation for the Gini Coefficient
No full textThe Gini coefficient has proved valuable as a measure of income inequality. In cross-sectional studies of the Gini coefficient, information about the accuracy of its estimate is crucial. We show how to use jackknife and linearization to estimate the variance of the Gini coefficient, allowing for the effect of the sampling design. The aim is to show the asymptotic equivalence (or consistency) of the generalised jackknife estimator and the Taylor linearization estimator for the variance of the Gini coefficient. A brief simulation study supports our findings
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