Results 181 to 190 of about 249,434 (217)

A new molecular marker including parts of conservative histone H3 and H4 genes and the spacer between them for phylogenetic studies in dragonflies (Insecta, Odonata), extendable to other organisms.

Vavilovskii Zhurnal Genet Selektsii
Mglinets AV, Bulgakova VS, Kosterin OE.
europepmc   +1 more source

Development of a genetic priority score to predict drug side effects using human genetic evidence. [PDF]

Nat Commun
Duffy Á, Chen R, Stein D, Park JK, Mort M, Verbanck M, Schlessinger A, Itan Y, Cooper DN, Jordan DM, Rocheleau G, Do R.   +11 more
europepmc   +1 more source

Meta-Learning for Fast Adaptation in Intent Inferral on a Robotic Hand Orthosis for Stroke. [PDF]

Rep U S
Leandro La Rotta P, Xu J, Chen A, Winterbottom L, Chen W, Nilsen D, Stein J, Ciocarlie M.   +7 more
europepmc   +1 more source

Examining auditory modulations on detecting and pooling visual global motion. [PDF]

Front Psychol
Chen YC, Ku AK, Huang PC.
europepmc   +1 more source

Pediatric Gastrointestinal Tract Outcomes During the Postacute Phase of COVID-19.

JAMA Netw Open
Zhang D, Stein R, Lu Y, Zhou T, Lei Y, Li L, Chen J, Arnold J, Becich MJ, Chrischilles EA, Chuang CH, Christakis DA, Fort D, Geary CR, Hornig M, Kaushal R, Liebovitz DM, Mosa ASM, Morizono H, Mirhaji P, Dotson JL, Pulgarin C, Sills MR, Suresh S, Williams DA, Baldassano RN, Forrest CB, Chen Y, Researching COVID to Enhance Recovery (RECOVER) Initiative.   +28 more
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Some applications of the Stein-Chen method for proving Poisson convergence

Advances in Applied Probability, 1989
LetWbe a sum of Bernoulli random variables andUλa Poisson random variable having the same meanλ = EW.Using the Stein-Chen method and suitable couplings, general upper bounds for the variational distance betweenWandUλare given. These bounds are applied to problems of occupancy, using sampling with and without replacement and Pólya sampling, of capture ...
Barbour, A D, Holst, L
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Poisson approximation for call function via Stein-Chen’s method

2023
A call function is a nonnegative real-valued function defined by hz(v) = (v−z)+ for z " 0 where (v − z)+ = max{v − z, 0}. There are many applications of call function in finance. For example, the standard collateralized debt obligation tranche pricing.
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Estimates of Pseudomoments Via the Stein–Chen Method

Acta Applicandae Mathematica, 2003
The compound Poisson approximations of sums of integer-valued random variables are considered. The pseudomoments are reduced to estimates in the total variation, if the initial Stein equation is repeatedly applied for the compound Poisson approximation.
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Application of the stein-chen method for bounds and limit theorems in the reliability of coherent structures

Naval Research Logistics, 1993
For a coherent system with independent components, using Stein-Chen method of Poisson convergence, bounds have been obtained for the probability of failure of the system, in terms of component failure time distributions. Further, for any sequence of coherent systems \(I_ n\) with \(T_ n\) denoting the time of failure of \(I_ n\), the limiting ...
Koutras, Markos V., Papastavridis, Stavros G.   +1 more
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A use of the Stein-Chen method in time series analysis

Journal of Applied Probability, 2000
In this paper, a statistic that has been introduced to test for space-time correlation is considered in a time series context. The null hypothesis is white noise; the alternative is any kind of continuous functional dependence. For an autoregressive process close to the null hypothesis, a bound on the distance between the distribution of the statistic ...
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