We know that compressive sensing can establish stable sparse recovery results from highly undersampled data under a restricted isometry property condition. In reality, however, numerous problems are coherent, and vast...
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We propose two variable selection methods in multivariate linear regression with highdimensional *** first method uses a multiple correlation coefficient to fast reduce the dimension of the relevant predictors to a mo...
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We propose two variable selection methods in multivariate linear regression with highdimensional *** first method uses a multiple correlation coefficient to fast reduce the dimension of the relevant predictors to a moderate or low *** second method extends the univariate forward regression of Wang[(2009).Forward regression for ultra-high dimensional variable *** of the American Statistical Association,104(488),1512–***://***/10.1198/***08516]in a unified way such that the variable selection and model estimation can be obtained *** establish the sure screening property for both *** and real dataapplications are presented to show the finite sample performance of the proposed methods in comparison with some naive method.
The rapid emergence of massive datasets in various fields poses a serious challenge to traditional statistical methods. Meanwhile, it provides opportunities for researchers to develop novel algorithms. Inspired by the...
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In this article, we consider derivatives of local time for a (2, d)-Gaussian field Z = {Z(t, s) = XtH1 − XeH2 , s, t ≥ 0}, s where XH1 and XeH2 are two independent processes from a class of d-dimensional centered Gau...
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Let X = {Xn : n ∈ N} be a long memory linear process with innovations in the domain of attraction of an α-stable law (0 RR f 2(x) dx by using the kernel estimator X 2 Tn(hn) = n(n − 1)hn 1≤jn K (Xih−nXj) . The simu...
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Given a (2, d)-Gaussian field (formula presented), s where XH1 and XeH2 are independent d-dimensional centered Gaussian processes satisfying certain properties, we will give the necessary condition for existence of de...
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This paper develops a new deep learning algorithm to solve a class of finite-horizon mean-field games. The proposed hybrid algorithm uses Markov chain approximation method combined with a stochastic approximation-base...
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In this paper, we study closed-loop equilibrium strategies for mean-variance portfolio selection problem in a hidden Markov model with dynamic attention behavior. In addition to the investment strategy, the investor’...
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The distribution of the incubation period of the novel coronavirus disease that emerged in 2019 (COVID-19) has crucial clinical implications for understanding this disease and devising effective disease-control measur...
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As the complexity of production processes increases, the diversity of data types drives the development of network monitoring technology. This paper mainly focuses on an online algorithm to detect serially correlated ...
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