Results 21 to 30 of about 2,479,631 (293)
Donepezil and Memantine for moderate-to-severe Alzheimer's disease [PDF]
Background Clinical trials have shown the benefits of cholinesterase inhibitors for the treatment of mild-to-moderate Alzheimer’s disease. It is not known whether treatment benefits continue after the progression to moderate-to-severe disease ...
O'Brien, John +147 more
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Objective: The main aim is to discuss the effect of nasal septal deviation on the postoperative hearing results of patients with tympanosclerosis. Material and Methods: We analyzed the hearing results of patients with tympanosclerosis who were operated ...
Fatih Mutlu MD, Adnan Ahmet Cırık MD
doaj +1 more source
Moderate Deviations for Student's Statistic
Summary: For self-normalized sums, say \(S_{n}/V_{n}\), under symmetry conditions we consider Linnik-type zones, where the ratio \(\mathbf{P}\{S_n/V_n\geq x\}/(1-\Phi(x))\) converges to 1, and establish optimal bounds for remainder terms related to this convergence.
Chistyakov, Gennadiy, Götze, Friedrich
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Moderate Deviations for the SSEP with a Slow Bond [PDF]
We consider the one dimensional symmetric simple exclusion process with a slow bond. In this model, particles cross each bond at rate $N^2$, except one particular bond, the slow bond, where the rate is $N$. Above, $N$ is the scaling parameter. This model has been considered in the context of hydrodynamic limits, fluctuations and large deviations.
Xue, Xiaofeng, Zhao, Linjie
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In this paper, we consider a discrete-time risk model with the claim number following a Poisson ARCH process. In this model, the mean of the current claim number depends on the previous observations. We study the large deviations for the aggregate amount
Shihang Yu
doaj +1 more source
Moderate deviation estimates for nodal lengths of random spherical harmonics [PDF]
We prove Moderate Deviation estimates for nodal lengths of random spherical harmonics both on the whole sphere and on shrinking spherical domains. Central Limit Theorems for the latter were recently established in Marinucci et al.
Rossi M, Todino AP, Macci C
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CramÉr-type moderate deviation theorems for nonnormal approximation
A Cramér-type moderate deviation theorem quantifies the relative error of the tail probability approximation. It provides a criterion whether the limiting tail probability can be used to estimate the tail probability under study.
Zhang, Zhuo Song +2 more
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Moderate deviation principle for stochastic Cahn-Hilliard equations with multiplicative Lévy noise
Moderate deviation principle is an important method for constructing asymptotic confidence intervals in statistical inference. This work aims at the moderate deviation principle for the stochastic Cahn-Hilliard equations driven by multiplicative Lévy ...
WANG Ying, CHEN Guang-Gan, WANG Pin
doaj
Moderate deviation principle for autoregressive processes [PDF]
A moderate deviation principle for autoregressive processes is established. As statistical applications we provide the moderate deviation estimates of the least square and the Yule–Walker estimators of the parameter of an autoregressive process. The main
Yu, Miao, Si, Shen
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Moderate deviation principles for sums of i.i.d. random compact sets [PDF]
summary:We prove a moderate deviation principle for Minkowski sums of i.i.d.
Miao, Yu
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