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42篇 您的检索式:作者名="Shida Liu"
    题名 作者 年代 出处 被引量
1Characterization and validation of somatic mutation spectrum to reveal heterogeneity in gastric cancer by single cell sequencing显示文摘Gastric cancer(GC) is a highly heterogeneous disease with multiple cellular types and poor prognosis.However, the cellular evolution and molecular basis of GC at the individual intra-tumor level has not been well demonstrated. We performed single-cell whole exome sequencing to detect somatic singlenucleotide variants(SNVs) and significantly mutated genes(SMGs) among 34 tumor cells and 9 normal cells from a patient with GC. The Complete Prediction for Protein Conformation(CPPC) approach directly predicting the folding conformation of the protein 3D structure with Protein Folding Shape Code, combined with functional experiments were used to confirm the characterization of mutated SMGs in GC cells. We identified 201 somatic SNVs, including 117 non-synonymous mutations in GC cells. Further analysis identified 24 significant mutated genes(SMGs) in single cells, for which a single amino acid change might affect protein conformation. Among them, two genes(CDC27 and FLG) that were mutated only in single cells but not in the corresponding tumor tissue, were recurrently present in another GC tissue cohort, and may play a potential role to promote carcinogenesis, as confirmed by functional characterization. Our findings showed a mutational landscape of GC at intra-tumor level for the first time and provided opportunities for understanding the heterogeneity and individualized target therapy for this disease.Lihua Peng Rui Xing Dongbing Liu Li Bao Wenxiang Cheng Hongyi Wang Yuan Yu Xiaofeng Liu Lu Jiang Yan Wu Zhongxue An Qiaoyi Liang Ryong Nam Kim Young Kee Shin Huanming Yang Jian Wang Jun Yu Xiuqing Zhang Xun Xu Jiaan Yang Kui Wu Shida Zhu Youyong Lu 2019Science Bulletin2019,64,4:3
2Hierarchical structures in climate and atmospheric turbulence显示文摘The climatic time series encompass many time scales, forming multi-scale climatic variations and hierarchies. The periods and magnitudes of cooling or warming, especially for extreme climatic events, vary with the time scales. On the other hand, high-frequency atmospheric turbulent motions, which are certainly related to the climatic changes, are also typical multi-scale phenomena. In this paper, certain properties of the fluctuations are examined that are invariant with the change of the time scales. Specifically, the existence of a statistical similarity law is demonstrated in climatic time series and in atmospheric turbulent motions. This is the hierarchical similarity law. Further analyses show that the hierarchical similarity law is a general property of multi-scale fluctuation systems. Therefore, the study on the hierarchical similarity law is important for understanding the inherent universal physical mechanism of complex systems in the atmospheric motions.SHE Zhensu, FU Zuntao, CHEN Jiong, LIANG Shuang and LIU Shida(1. State Key Laboratory for Studies of Turbulence and Complex Systems, Department of Mechanics and Engineering Sciences, Peking University, Beijing 100871, China 2. School of Physics, Peking University, Beijing 100871, China 3. LAPC, Institute of Atmospheric Physics, Chinese Academy of Sciences, Beijing 100029, China) 2002Progress in Natural Science:Materials International2002,12,10:3
3Steady motion and spiral patterns in typhoon显示文摘INTRODUCTIONItiswellknownthattyphoonSareakindofmooscaleatmosphericvortexovertheoceaninthelOwerlatitudes.Thethree-dimenSionalstructures(Anthes,1976)oftyphoonS,inwhichthereareaneyeandthewarrncenterwheretherearealocallOwpressurewithcycloniccirculationan...Liu Shikuo Liang Fuming Liu Shida and Xin Guojun (Department of Geophysics, Peking University, Beijing 100871, China) 1999Acta Oceanologica Sinica1999,18,4:2
4Jacobi elliptic function expansion method and periodic wave solutions of nonlinear wave equations 显示文摘LIU Shikuo FU Zuntao LIU Shida 2001Physics Letters A2001,289,:1
5New transformations and new approah to find exact solutions to nonlinear equations显示文摘Fu Zuntao Liu Shikuo Liu Shida 2002Phys Lett A2002,299,:1
6New Jacobi elliptic function expansion and new periodic solutions of nonlinear wave equations显示文摘Fu Zuntao Liu Shikuo Liu Shida 2001Phys Lett A2001,290,:1
7Jacobi elliptic function expansion method and periodic wave solutions of nonlinear wave equation显示文摘Liu Shikuo Fu Zuntao Liu Shida 2001Phys Lett A2001,289,:1
8Jacobi Elliptic Function Expansion Method and Periodic Wave Solutions of Nonlinear Wave Equations显示文摘LIU SHIKUO FU ZUNTAO LIU SHIDA 2001Physics Letters A2001,289,:1
9The periodic solutions for a class of coupled nonlinear Klein–Gordon equations显示文摘Shikuo Liu Zuntao Fu Shida Liu Zhanggui Wang 2004Physics Letters A2004,,5:1
10Jacobi elliptic function expansion method and periodic wave solutions of nonlinear wave equations显示文摘Shikuo Liu Zuntao Fu Shida Liu Qiang Zhao 2001Physics Letters A2001,,1:1
11New Jacobi elliptic function expansion and new periodic solutions of nonlinear wave equations显示文摘Zuntao Fu Shikuo Liu Shida Liu Qiang Zhao 2001Physics Letters A2001,,1:1
12Jacobi elliptic function expansion method and periodic wave solutions of nonlinear wave equation显示文摘Liu Shikuo Fu Zuntao Liu Shida 2001Phys Lett A2001,289,:1
13New Jacobi elliptic function expansion and new periodic solutions of nonlinear wave equations显示文摘Fu Zuntao Liu Shikuo Liu Shida 2001Phys Lett A2001,290,2:1
14New Jacobi elliptic function expansion and new periodic solutions of nonlinear wave equations显示文摘Fu Zuntao Liu Shikuo Liu Shida 2001Phys Lett A2001,290,:1
15Jacobi elliptic function expansion method and periodic wave solutions of nonlinear wave equations显示文摘Liu Shikuo Fu Zuntao Liu Shida 2001Phys Lett:A2001,,289:1
16New Jacobi elliptic function expansion and new periodic solutions of nonlinear wave equations显示文摘Fu Zuntao Liu Shida Liu Shikuo 2001Phys Lett:A2001,,290:1
17New Solutions to nlKdV Equation 显示文摘Fu Zuntao Liu Shida Liu Shikuo 2004Physics Letters A2004,326,:1
18New Kinds of Solutions to Gardner Equation显示文摘Fu Zuntao Liu Shida Liu Shikuo 2004Chaos Solitons and Fraetals2004,20,:1
19New solutions to mKdV equation显示文摘FU Zuntao HU Shida LIU Shikuo 2004Physics Letters A2004,326,:1
20Exact Solutions to Sine-Gordon-Type Equations显示文摘 Zuntao Fu Shida Liu 2006Physics Letters A2006,351,12:1
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