Results 21 to 30 of about 103,329 (151)
Sufficient dimension reduction with additional information [PDF]
Sufficient dimension reduction is widely applied to help model building between the response $Y$ and covariate $X$. While the target of interest is the relationship between $(Y,X)$, in some applications we also collect additional variable $W$ that is strongly correlated with $Y$.
Hung, Hung +2 more
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Fusing sufficient dimension reduction with neural networks
19 pages, 4 figures, 10 ...
Daniel Kapla +2 more
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Sufficient dimension reduction for populations with structured heterogeneity
AbstractA key challenge in building effective regression models for large and diverse populations is accounting for patient heterogeneity. An example of such heterogeneity is in health system risk modeling efforts where different combinations of comorbidities fundamentally alter the relationship between covariates and health outcomes.
Jared D. Huling, Menggang Yu
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Dimension reduction with expectation of conditional difference measure
In this article, we introduce a flexible model-free approach to sufficient dimension reduction analysis using the expectation of conditional difference measure.
Wenhui Sheng, Qingcong Yuan
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An Adaptive-to-Model Test for Parametric Functional Single-Index Model
Model checking methods based on non-parametric estimation are widely used because of their tractable limiting null distributions and being sensitive to high-frequency oscillation alternative models.
Lili Xia, Tingyu Lai, Zhongzhan Zhang
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Forecasting with Sufficient Dimension Reductions [PDF]
Factor models have been successfully employed in summarizing large datasets with few underlying latent factors and in building time series forecasting models for economic variables. When the objective is to forecast a target variable y with a large set of predictors x, the construction of the summary of the xs should be driven by how informative on y ...
Alessandro Barbarino, Efstathia Bura
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Causal Inference in Radiomics: Framework, Mechanisms, and Algorithms
The widespread use of machine learning algorithms in radiomics has led to a proliferation of flexible prognostic models for clinical outcomes. However, a limitation of these techniques is their black-box nature, which prevents the ability for increased ...
Debashis Ghosh +3 more
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Transformed sufficient dimension reduction [PDF]
A novel general framework is proposed in this paper for dimension reduction in regression to fill the gap between linear and fully nonlinear dimension reduction. The main idea is to transform first each of the raw predictors monotonically, and then search for a low-dimensional projection in the space defined by the transformed variables.
T. Wang, X. Guo, L. Zhu, P. Xu
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Dimension estimation in sufficient dimension reduction: A unifying approach
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Efstathia Bura, Jiao Yang
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Sufficient dimension reduction for feature matrices
We address the problem of sufficient dimension reduction for feature matrices, which arises often in sensor network localization, brain neuroimaging, and electroencephalography analysis. In general, feature matrices have both row- and column-wise interpretations and contain structural information that can be lost with naive vectorization approaches. To
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