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Spectral methods for data science: A statistical perspective
Spectral methods have emerged as a simple yet surprisingly effective approach for
extracting information from massive, noisy and incomplete data. In a nutshell, spectral …
extracting information from massive, noisy and incomplete data. In a nutshell, spectral …
Mechanism of feature learning in deep fully connected networks and kernel machines that recursively learn features
In recent years neural networks have achieved impressive results on many technological
and scientific tasks. Yet, the mechanism through which these models automatically select …
and scientific tasks. Yet, the mechanism through which these models automatically select …
Projection‐based techniques for high‐dimensional optimal transport problems
Optimal transport (OT) methods seek a transformation map (or plan) between two probability
measures, such that the transformation has the minimum transportation cost. Such a …
measures, such that the transformation has the minimum transportation cost. Such a …
An improved sufficient dimension reduction-based Kriging modeling method for high-dimensional evaluation-expensive problems
Z Song, Z Liu, H Zhang, P Zhu - Computer Methods in Applied Mechanics …, 2024 - Elsevier
Kriging is a powerful surrogate modeling method for the analysis and optimization of
computationally expensive problems. However, the efficient construction of high-precision …
computationally expensive problems. However, the efficient construction of high-precision …
A review on modern computational optimal transport methods with applications in biomedical research
Optimal transport has been one of the most exciting subjects in mathematics, starting from
the eighteenth century. As a powerful tool to transport between two probability measures …
the eighteenth century. As a powerful tool to transport between two probability measures …
No evidence for persistent natural plague reservoirs in historical and modern Europe
Caused by Yersinia pestis, plague ravaged the world through three known pandemics: the
First or the Justinianic (6th–8th century); the Second (beginning with the Black Death during …
First or the Justinianic (6th–8th century); the Second (beginning with the Black Death during …
Kernel Partial Correlation Coefficient---a Measure of Conditional Dependence
We propose and study a class of simple, nonparametric, yet interpretable measures of
conditional dependence, which we call kernel partial correlation (KPC) coefficient, between …
conditional dependence, which we call kernel partial correlation (KPC) coefficient, between …
Deep dimension reduction for supervised representation learning
The goal of supervised representation learning is to construct effective data representations
for prediction. Among all the characteristics of an ideal nonparametric representation of high …
for prediction. Among all the characteristics of an ideal nonparametric representation of high …
A dimension reduction-based Kriging modeling method for high-dimensional time-variant uncertainty propagation and global sensitivity analysis
Z Song, H Zhang, Q Zhai, B Zhang, Z Liu… - Mechanical Systems and …, 2024 - Elsevier
Surrogate models have been widely used in the uncertainty propagation and global
sensitivity analysis of complex evaluation-expensive engineering problems. However, the …
sensitivity analysis of complex evaluation-expensive engineering problems. However, the …
PLS regression algorithms in the presence of nonlinearity
It has long been emphasized that standard PLS regression algorithms like NIPALS and
SIMPLS are not suitable for regressions in which there is a nonlinear relationship between …
SIMPLS are not suitable for regressions in which there is a nonlinear relationship between …