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| 1 | Molecular cloning of hamster lipid transfer inhibitor protein (apolipoprotein F) and regulation of its expression by hyperlipidemia显示文摘 | Izem L Morton RE | 2009 | J Lipid Res2009，50，： | 1 |
| 2 | Oxidative stattas and plasma lipid profile in beta - thalassemia pa- tients显示文摘 | Boudrahem - Addour N Izem - Meziane M Bouguerra K | 2015 | Hemoglobin2015，39，1： | 1 |
| 3 | Markedly elevated lipid transfer inhibitor protein in hypercholesterolemic subjects is mitigated by plasma triglyceride levels显示文摘 | Morton RE Nunes V Izem L | 2001 | Arterioscler Thromb Vasc Biol2001，21，10： | 1 |
| 4 | Visual loss during interferon-alpha therapy in hepatitis C virus infection显示文摘 | Gabriel Perlemuter Bahram Bodaghi Phuc Le Hoang Chaza Izem Catherine Buffet Bertrand Wechsler Jean-Charles Piette Patrice Cacoub | 2002 | Journal of Hepatology2002，，5： | 1 |
| 5 | Molecular cloning of hamster lipid transfer inhibitor protein ( apolipoprotein F) and regulation of its expression by hyperlipidemia显示文摘 | Izem L Morton R E | 2009 | J Lipid Res2009，50，4： | 1 |
| 6 | C oen zym eQ treatm en t of neu rode-gener ative d iseases of ag ing 显示文摘 | GalpernWR Cudkow izeME | 2007 | M itoch ondrion2007，7，1： | 1 |
| 7 | Media as the Incentive or Mediator of Populism: A Research on the Media Populism Strategies and Factors of Political Power in Turkey显示文摘 | Izem Zeynep Bulut Fatih Keskin | 2016 | International Relations and Diplomacy2016，4，9： | 0 |
| 8 | COVID-19 vaccine candidates and vaccine development platforms available worldwide显示文摘The pandemic caused by the worldwide spread of the coronavirus,which first appeared in 2019,has been named coronavirus disease 19(COVID-19).More than 4.5 million deaths have been recorded due to the pandemic caused by severe acute respiratory syndrome coronavirus 2(SARS-CoV-2),according to the World Health Organization.COVID-19 Dashboard in September 2021.Apart from the wildtype,other variations have been successfully transmitted early in the outbreak although they were not discovered until March 2020.Modifications in the SARS-CoV-2 genetic material,such as mutation and recombination,have the ability to modify the viral life span,along with transitivity,cellular tropism,and symptom severity.Several processes are involved in introducing novel vaccines to the population,including vaccine manufacturing,preclinical studies,Food and Drug Administration permission or certification,processing,and marketing.COVID-19 vaccine candidates have been developed by a number of public and private groups employing a variety of strategies,such as RNA,DNA,protein,and viral vectored vaccines.This comprehensive review,which included the most subsequent evidence on unique features of SARS-CoV-2 and the associated morbidity and mortality,was carried out using a systematic search of recent online databases in order to generate useful knowledge about the COVID-19 updated versions and their consequences on the disease symptoms and vaccine development. | Nilgun Duman Zahraa ALzaidi Busra Aynekin Duygu Taskin Busra Demirors Abdulbaki Yildirim Izem Olcay Sahin Faik Bilgili Eda Tahir Turanli Tommaso Beccari Matteo Bertelli Munis Dundar | 2021 | Journal of Pharmaceutical Analysis2021，11，6： | 0 |
| 9 | CETP抑制的副效应显示文摘胆固醇酯转移蛋白(CETP)是一种血浆蛋白,能够转移脂蛋白之间的胆固醇酯和甘油三酯。这种蛋白质能从极低或低密度脂蛋白(VLDL,LDL)获得甘油三酯,并能用甘油三酯从高密度脂蛋白(HDL)交换为胆固醇酯,反之亦然。由于高密度脂蛋白(HDL)在动脉粥样硬化和心血管疾病中有保护机制,对CETP的药理学抑制已经被研究认为是提高HDL水平的一个方法。 | Lahoucine Izem 陈丽媛(译) | 2007 | 生物技术世界2007，，5： | 0 |
| 10 | A Well-Balanced Runge-Kutta Discontinuous Galerkin Method for Multilayer ShallowWater Equations with Non-Flat Bottom Topography显示文摘A well-balanced Runge-Kutta discontinuous Galerkin method is presented for the numerical solution of multilayer shallow water equations with mass exchange and non-flat bottom topography.The governing equations are reformulated as a non-linear system of conservation laws with differential source forces and reaction terms.Coupling between theflow layers is accounted for in the system using a set of ex-change relations.The considered well-balanced Runge-Kutta discontinuous Galerkin method is a locally conservativefinite element method whose approximate solutions are discontinuous across the inter-element boundaries.The well-balanced property is achieved using a special discretization of source terms that depends on the nature of hydrostatic solutions along with the Gauss-Lobatto-Legendre nodes for the quadra-ture used in the approximation of source terms.The method can also be viewed as a high-order version of upwindfinite volume solvers and it offers attractive features for the numerical solution of conservation laws for which standardfinite element methods fail.To deal with the source terms we also implement a high-order splitting operator for the time integration.The accuracy of the proposed Runge-Kutta discontinuous Galerkin method is examined for several examples of multilayer free-surfaceflows over bothflat and non-flat beds.The performance of the method is also demonstrated by comparing the results obtained using the proposed method to those obtained using the incompressible hydrostatic Navier-Stokes equations and a well-established kinetic method.The proposed method is also applied to solve a recirculationflow problem in the Strait of Gibraltar. | Nouh Izem Mohammed Seaid | 2022 | Advances in Applied Mathematics and Mechanics2022，14，3： | 0 |
| 11 | Partition of Unity Finite Element Analysis of Nonlinear Transient Diffusion Problems Using p-Version Refinement显示文摘We propose a high-order enriched partition of unity finite element method for linear and nonlinear time-dependent diffusion problems.The solution of this class of problems often exhibits non-smooth features such as steep gradients and boundary layers which can be very challenging to recover using the conventional low-order finite element methods.A class of steady-state exponential functions has been widely used for enrichment and its performance to numerically solve these challenges has been demonstrated.However,these enrichment functions have been used only in context of the standard h-version refinement or the so-called q-version refinement.In this paper we demonstrate that the p-version refinement can also be a very attractive option in terms of the efficiency and the accuracy in the enriched partition of unity finite element method.First,the transient diffusion problem is integrated in time using a semi-implicit scheme and the semi-discrete problem is then integrated in space using the p-version enriched finite elements.Numerical results are presented for three test examples of timedependent diffusion problems in both homogeneous and heterogeneous media.The computed results show the significant improvement when using the p-version refined enriched approximations in the finite element analysis.In addition,these results support our expectations for a robust and high-order accurate enriched partition of unity finite element method. | Abdelkarim El Kahoui Mustapha Malek Nouh Izem MShadi Mohamed Mohammed Seaid | 2020 | Computer Modeling in Engineering & Sciences2020，，7： | 0 |
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