155,251 research outputs found
L-R: Katie Lee; Leo Walters; Bruce Berger sitting on a boat on the Colorado River.
Photo of Photo of Arizona folk singer and author Katie Lee (far left), Leo Walters (center), and writer Bruce Berger (far right), sitting on a raft on the Colorado River, Glen Canyon, Uta
Bruce Berger on a raft on the Colorado River
Photo of writer Bruce Berger on a raft on the Colorado River in Glen Canyon, Uta
Bruce Berger washing dishes on the bank of the Colorado River.
Photo of writer Bruce Berger washing dishes on the bank of the Colorado Rive
People cooking on the bank of the Colorado River near entrance to Hidden Passage. Katie Lee in blue shirt, Bruce Berger in foreground. Sunlight hitting a bend in the river creates a beautiful backdrop.
Photo of writer Bruce Berger (in red plaid shirt) and Arizona folk singer Katie Lee (in blue shirt) cooking on the bank of the Colorado River near the entrance to Hidden Passage in Glen Canyon, Uta
APPF TPA phenotyping dataset: UA TPA (Berger) - Fake (EPPN N)
Images and data from fake phenotyping studies (EPPN N) performed at the APPF Plant Accelerator (TPA), University of Adelaide, on behalf of UA TPA (Berger)</p
Asymptotic consistency under large entropy sampling designs with unequal probabilities
A 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
Casualpredigten auf den wahren Verstand und heilsamen Gebrauch zerschiedener biblischen Texte A. und N. Test
Die Rückseite des Titelblatts ist unbedrucktVorlageform der Veröffentlichungsangabe: Tübingen, bey Christoph Heinrich Berger, 1767
APPF TPA phenotyping dataset: UA TPA (Mischis, Berger) - Various (N June)
Images and data from various phenotyping studies (N June) performed at the APPF Plant Accelerator (TPA), University of Adelaide, on behalf of UA TPA (Mischis, Berger) ending 2013-07-01</p
APPF TPA phenotyping dataset: UA TPA (Mischis, Berger) - Various (N July)
Images and data from various phenotyping studies (N July) performed at the APPF Plant Accelerator (TPA), University of Adelaide, on behalf of UA TPA (Mischis, Berger) ending 2013-07-01</p
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