Accès ouvert
2026
preprint
OpenAlex
Sergio Almaraz, Levi Lopes de Lima, Shaodong Wang
On an asymptotically Schwarzschild smooth metric measure space modelled on the Euclidean half-space, we define a mass-type quantity similar to the classical ADM mass in General Relativity and show its geometric invariance properties. Such quantity has a close relation with the fractional …
Accès ouvert
2026
article
OpenAlex
Zhe Zhou, Yu Li, Feihu Zhang, Shaodong Wang et autres
BACKGROUND: Fecal calprotectin (FCP) is a crucial non-invasive biomarker for diagnosing and monitoring inflammatory bowel disease (IBD). However, the standard enzyme-linked immunosorbent assay (ELISA) is time-consuming and labor-intensive. This study aimed to develop a novel, independent latex particle-enhanced turbidimetric immunoassay (PETIA) suitable …
cn
(code pays fourni par la source)
Accès ouvert
2026
article
OpenAlex
Jingfang Sun, Chang Cao, Yushi Chen, Tian Shi et autres
ABSTRACT Microbial cellulose degradation offers a sustainable route to convert agricultural and forestry residues into value-added chemicals. Here, we report the discovery and functional characterization of eight novel endoglucanases (CTEG1 and CTEG3–CTEG9) from a Coptotermes formosanus cDNA library and heterologously expressed in …
cn
(code pays fourni par la source)
Accès ouvert
2026
preprint
OpenAlex
Zhe Zhou, Yu Li, Feihu Zhang, Shaodong Wang et autres
cn
(code pays fourni par la source)
Accès ouvert
2025
article
OpenAlex
Lu Zhuo, Hui Du, Shaodong Wang, Jianping Wu et autres
The detection of internal solitary waves (ISWs) in the ocean using Synthetic Aperture Radar (SAR) images is important for the safety of marine engineering structures. Based on 4120 Sentinel SAR images obtained from 2014 to 2024, an ISW dataset covering the Andaman …
cn
(code pays fourni par la source)
Accès ouvert
2025
preprint
OpenAlex
Sérgio de Moura Almaraz, Shaodong Wang
On a smooth asymptotically flat Riemannian manifold with non-compact boundary, we prove a positive mass theorem for metrics which are only continuous across a compact hypersurface. As an application, we obtain a positive mass theorem on manifolds with non-compact corners.
Accès ouvert
2025
conference-paper
OpenAlex
Guanjing Wang, Shaodong Wang, Jianfang Fei, Pai Peng et autres
Abstract The safety of marine structures and underwater vehicles is seriously threatened by the nonstationary internal solitary waves (ISWs) beneath an ice keel. Laboratory experiments were conducted in a stratified fluid flume to examine the load characteristics of the square column that …
cn
(code pays fourni par la source)
Accès ouvert
2025
conference-paper
OpenAlex
Shaodong Wang, Li Wang, Yanfeng Li, Wei Liu et autres
Abstract The influence of background flow on the vertical structure of concave internal solitary waves (ISW) in the continuous density stratification environment is studied by theoretical analysis method. The vertical inhomogeneous structures of ISWs in three cases of no background flow, linear …
cn, ru
(code pays fourni par la source)
Accès ouvert
2025
conference-paper
OpenAlex
Zheyu Lu, Hui Du, Shaodong Wang, Pai Peng et autres
Abstract Internal solitary waves are a typical marine phenomenon, and the research on feature detection and parameter inversion of internal waves has important implications for marine engineering and military affairs. Internal waves in SAR images appear as distinct alternating bright and dark …
cn
(code pays fourni par la source)
2025
article
OpenAlex
Pai Peng, Jieshuo Xie, Hui Du, Shaodong Wang et autres
cn
(code pays fourni par la source)
2025
article
OpenAlex
Sérgio de Moura Almaraz, Shaodong Wang
Abstract On a compact Riemannian manifold with boundary, we study the set of conformal metrics of negative constant scalar curvature in the interior and positive constant mean curvature on the boundary. Working in the case of positive Yamabe conformal invariant, we prove …
br, cn
(code pays fourni par la source)
Accès ouvert
2025
preprint
OpenAlex
Sérgio de Moura Almaraz, Shaodong Wang
On a compact Riemannian manifold with boundary, we study the set of conformal metrics of negative constant scalar curvature in the interior and positive constant mean curvature on the boundary. Working in the case of positive Yamabe conformal invariant, we prove that …