- Bioinformatics and Genomic Networks
- Numerical methods in engineering
- Advanced Numerical Methods in Computational Mathematics
- Machine Learning in Bioinformatics
- Advanced Mathematical Modeling in Engineering
- Genomics and Rare Diseases
- Gene expression and cancer classification
- Differential Equations and Boundary Problems
- Computational Drug Discovery Methods
- Differential Equations and Numerical Methods
- Genetics, Bioinformatics, and Biomedical Research
- Soil, Finite Element Methods
- Electromagnetic Simulation and Numerical Methods
- Advanced Biosensing Techniques and Applications
- NF-κB Signaling Pathways
- Brain Tumor Detection and Classification
- Manufacturing Process and Optimization
- Single-cell and spatial transcriptomics
- Cancer-related molecular mechanisms research
- Educational Reforms and Innovations
- Opinion Dynamics and Social Influence
- Vibration and Dynamic Analysis
- Medical Research and Treatments
- Particle accelerators and beam dynamics
- Carbohydrate Chemistry and Synthesis
Beihang University
2013-2024
Ji Hua Laboratory
2024
Beijing Advanced Sciences and Innovation Center
2024
Peng Cheng Laboratory
2019-2020
Beijing University of Technology
2017
The University of Texas at Austin
2007
University of Manitoba
1992-1996
Mechanics' Institute
1989-1990
Carnegie Mellon University
1988
University of Maryland, College Park
1986
This paper analyzes the convergence of $h{\text{ - }}p$ version finite element method for elliptic problems on curved domains. It proves that when boundary domain is piecewise analytic, conditions are and sides elements has an exponential rate convergence. Numerical computations included. The generalizes results previously obtained by authors [The$h{\text{ }}p$version method, Part 1: basic approximation results, Comp. Mech., 1(1986), pp. 21–41], 2: General applications, 1 (1986), 203–220].
This paper is the first in a series devoted to analysis of regularity solution elliptic partial differential equations with piecewise analytic data. The present analyzes case linear, second order equation type. It concentrates on when domain $\Omega \subset {\bf R}^2 $ polygon, boundary conditions are changing type and coefficients $\bar \Omega $. main result states that belongs countably normed space based weighted Sobolev spaces all orders weights located vertices at points where changes....
This paper analyzes the trace spaces of weighted space $\mathfrak{B}_\beta ^2 (\Omega )$ introduced by Babšska and Guo [SIAM J. Math. Anal., 19 (1988), pp. 172–203].MSC codes35B6535D1035G1535J05Keywordselliptic equation with piecewise analytic dataDirichlet problemcorner singularities
Abstract This paper applies the technique of h – p version to boundary element method for value problems on non‐smooth, plane domains with piecewise analytic and data. The exponential rate convergence Galerkin solution is proved when a geometric mesh refinement towards vertices used.
This paper discusses the regularity of eigenfunctions eigenvalue problems with piecewise analytic data and approximation eigenvalues such problems. A detailed systematic numerical study these approximations is presented, together an analysis results in light theoretical results. The specific aim to assess reliability results, which are asymptotic nature, as a guide practical computations, may take place pre-asymptotic phase, look for characteristic features that not completely explained by known
Disease classification based on gene information has been of significance as the foundation for achieving precision medicine. Previous works focus classifying diseases according to expression data patient samples, and constructing disease network overlap genes, many genes have confirmed be associated with diseases. In this work, effects human biological functions are assessed from perspective modules pathways, distances between defined carry out models. total, 1728 divided into 12 14...
Non-coding RNAs are fundamental to the competing endogenous RNA (CeRNA) hypothesis in oncology. Previous work focused on static CeRNA networks. We construct and analyze networks for four sequential stages of lung adenocarcinoma (LUAD) based multi-omics data long non-coding (lncRNAs), microRNAs mRNAs. find that possess a two-level bipartite structure: common network (CCEN) composed an invariant set over all stage-dependent, unique (UCENs). A systematic enrichment analysis pathways mRNAs CCEN...
Complexity is a key measure of driving scenario significance for scenario-based autonomous tests. However, current methods quantifying complexity primarily focus on static scenes rather than dynamic scenarios and fail to represent the evolution scenarios. Autonomous vehicle performance may vary significantly across with different changes. This paper proposes Dynamic Scenario Quantification (DSCQ) method driving, which integrates effects environment, road conditions, entities in traffic...
Background and objectives Pneumonia portrays a critical health concern in geriatrics. Geriatric pneumonia can lead to changes on other complications, which hypoalbuminemia is common complication. However, few studies have looked at the impact of course predicting. This study aims predicting geriatric non-pneumonia patients exploring clinical difference between two groups. Materials methods retrospective enrolled 42 group 76 group. The indicators different groups were analyzed, then mutual...
Abstract Background Classification of diseases based on genetic information is great significance as the basis for precision medicine, increasing understanding disease etiology and revolutionizing personalized medicine. Much effort has been directed at associations by constructing networks, classifying patient samples according to gene expression data. Integrating human networks overcomes limited coverage genes. Incorporating pathway into classification procedure addresses challenge cellular...
The multi-pulse large magnetic moment transmitting is one of its key technologies. However, a few topologies have been reported in the literature. high-power current source circuit suitable for HTEM transmitter system presented this paper. Through switch matrix composed by IGBT, uses LC resonance principle to achieve release and recovery energy, thus producing main pulse secondary steep edge. charging designed with constant power control soft switching technology replenish capacitor energy...