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开通闭塞冠状动脉策略的全球性研究GUSTO—Ⅱb（亚组研究）——急性心肌梗死溶栓疗法联合直接凝血酶抑制剂或肝素治疗的随机比较：GUSTO—Ⅱb试验结果

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岭南心血管病杂志 2001年第6期7卷 411-411页

作者： Metz BK white hd 等

在接受治疗的急性冠状动脉综合征患者中,肌钙蛋白峰值与长期缺血事件之间的关系

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中华高血压杂志 2017年第5期25卷 427-427页

作者：刘莉叶鹏 Goldstein SA Newby LK Cyr DD Neely M Lüscher TF Brown EB white hd Ohman EM Roe MT Hamm CW

非ST段抬高急性冠状动脉综合征（acutecoro-narysyndromes，ACS）患者肌钙蛋白水平与结局的关系虽然已经明确，但接受抗血小板治疗管理的非ST段抬高ACS患者肌钙蛋白水平与长期结局的关系尚未明确。

关键词：非ST段抬高急性冠状动脉综合征肌钙蛋白治疗管理患者缺血事件非ST段抬高ACS 峰值蛋白水平

长期使用普伐他汀治疗冠状动脉性心脏病患者的有效性和安全性评估:16年随访研究

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中华高血压杂志 2016年第4期24卷 399-399页

作者： Hague WE Simes J Kirby A Keech AC white hd Hunt D Nestel PJ Colquhoun DM Pater H Stewart RA Sullivan DR Thompson PL West M Glasziou PP Tonkin AM 刘莉叶鹏

该研究对普伐他汀长期干预缺血性疾病（Longterm intervention with pravastatin in ischaemicdisease，LIPID）临床研究中的受试者进行长期随访，评估他汀类药物治疗对全因死亡、特定病因死亡和癌症发生率的长期影响。

关键词：安全性评估普伐他汀药物治疗心脏病患者冠状动脉性随访研究 pravastatin 有效性

D-二聚体预测稳定型冠状动脉性心脏病患者的长期病因特异性死亡率、心血管事件和癌症

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中华高血压杂志 2018年第3期26卷 232-232页

作者：刘青叶鹏 Simes J Robledo KP white hd Espinoza D Stewart RA Sullivan DR Zeller T Hague W Nestel PJ Glasziou PP Keech AC Elliott J Blankenberg S Tonkin AM LIPID study investigators

交联纤维蛋白的降解产物D-二聚体是高凝状态和血栓形成事件的标志。D-二聚体水平中度升高与血管疾病患者静脉和动脉事件的风险相关。在缺血性疾病长期普伐他汀干预（long-term intervention with pravastatin in ischemic disease,LIPI... 详细信息

交联纤维蛋白的降解产物D-二聚体是高凝状态和血栓形成事件的标志。D-二聚体水平中度升高与血管疾病患者静脉和动脉事件的风险相关。在缺血性疾病长期普伐他汀干预（long-term intervention with pravastatin in ischemic disease,LIPID）试验中,研究者在存在其他危险因素的背景下,评估了D-二聚体水平在预测长期血管转归、病因特异性死亡率和新发癌症中的作用。

关键词： D-二聚体心脏病患者冠状动脉性心血管事件死亡率特异性 pravastatin 病因

NUMERICAL SOLUTIONS OF PARABOLIC PROBLEMS ON UNBOUNDED 3-D SPATIAL DOMAIN

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Journal of Computational Mathematics 2005年第5期23卷 449-462页

作者： Han, hd Yin, DS Tsing Hua Univ Dept Mat Sci Beijing 100084 Peoples R China

In this paper, the numerical solutions of heat equation on 3-D unbounded spatial domain are considered. An artificial boundary F is introduced to finite the computational domain. On the artificial boundary F, the exact boundary condition and a series of approximating boundary conditions are derived, which are called artificial boundary conditions. By the exact or approximating boundary condition on the artificial boundary, the original problem is reduced to an initial-boundary value problem on the bounded computational domain, which is equivalent or approximating to the original problem. The finite difference method and finite element method are used to solve the reduced problems on the finite computational domain. The numerical results demonstrate that the method given in this paper is effective and feasible.

关键词： Heat equation Artificial boundary Exact boundary conditions Finite elementmethod

THE BOUNDARY INTEGRO-DIFFERENTIAL EQUATIONS OF A BIHARMONIC BOUNDARY VALUE PROBLEM

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Journal of Computational Mathematics 1999年第1期17卷 59-72页

作者： Ban, hd Tang, WJ Inst Appl Phys & Computat Math Lab Computat Phys Beijing 100088 Peoples R China Tsing Hua Univ Dept Appl Math Beijing 100084 Peoples R China

In this paper, a new method of boundary reduction is proposed, which reduces the biharmonic boundary value problem to a system of integro-differential equations on the boundary and preserves the self-adjointness of the original problem. Moreover, a boundary finite element method based on this integro-differential equations is presented and the error estimates of the numerical approximations are given. The numerical examples show that this new method is effective.

关键词： boundary integro-differential equations biharmonic boundary value problem

Studies on the diterpenoid constituents from Rabdosia angustifolia

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Chinese Journal of Chemistry 1997年第5期15卷 425-430页

作者： Zhang, RP Sun, hd Kunming Med Coll Kunming 650031 Yunnan Peoples R China Chinese Acad Sci Kunming Inst Bot Kunming 650204 Yunnan Peoples R China

Two new ent-kaurene diterpenoids, angustifolin B and natural hydrogen-bonded 1:1 complex, angustifolin C, as well as four known diterpenoids, angustifolin, isodonal, sodoponin, tri-chorabdal B, were isolated from the ... 详细信息

关键词： Rabdosia angustifolia angustifolin B angustifolin C diterpene

BOUNDARY ELEMENT APPROXIMATION OF STEKLOV EIGENVALUE PROBLEM FOR HELMHOLTZ EQUATION

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Journal of Computational Mathematics 1998年第2期16卷 165-178页

作者： Tang, WJ Guan, Z Han, hd Inst Appl Phys & Computat Math Lab Computat Phys Beijing 100088 Peoples R China Tsing Hua Univ Dept Appl Math Beijing 100084 Peoples R China

Steklov eigenvalue problem of Helmholtz equation is considered in the present paper. Steklov eigenvalue problem is reduced to a new variational formula on the boundary of a given domain, in which the self-adjoint property of the original differential operator is kept and the calculating of hyper-singular integral is avoided. A numerical example showing the efficiency of this method and an optimal error estimate are given.

关键词： Steklov eigenvalue problem differential operator error estimate boundary element approximation

Synthesis and Characterization of Fully-Functionalized Polysilanes for Photorefractive Materials

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Chinese Chemical Letters 2000年第8期11卷 675-676页

作者： Tang, hd Jin, JG Wuhan Univ Dept Chem Wuhan 430072 Peoples R China

Hydrogen-containing polysilanes and chromophore-containing polysilanes are prepared by traditional Wurtz coupling and subsequent hydrosilylation. They are characterized by (HNMR)-H-1, FT-IR, UV/VIS spectroscopies, dif... 详细信息

关键词： polysilanes synthesis characterization Wurtz coupling hydrosilylation