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Impact of inflammatory bowel disease activity and thiopurine therapy on birth weight: A meta-analysis

World Journal of Gastroenterology 2017年第45期23卷 8082-8089页

作者： begona gonzalez-suarez Shreyashee Sengupta Alan C Moss Division of Gastroenterology Inflammatory Bowel Disease CenterBeth Israel Deaconess Medical Center

AIM To investigate the effect of disease activity or thiopurine use on low birth weight and small for gestational age in women with inflammatory bowel disease(IBD).METHODS Selection criteria included all relevant articles on the effect of disease activity or thiopurine use on the risk of low birth weight(LBW) or small for gestational age(SGA) among pregnant women with IBD. Sixtynine abstracts were identified,35 papers were full text reviewed and,only 14 of them met inclusion criteria. Raw data were extracted to generate the relative risk of LBW or SGA. Quality was assessed using the Newcastle Ottawa *** This meta-analysis is reported according to PRISMA guidelines. Fourteen studies met inclusion criteria,and nine reported raw data suitable for meta-analysis. We found an increased risk ratio of both SGA and LBW in women with active IBD,when compared with women in remission: 1.3 for SGA(4 studies,95%CI: 1.0-1.6,P = 0.04) and 2.0 for LBW(4 studies,95%CI: 1.5-2.7,P < 0.0001). Women on thiopurines during pregnancy had a higher risk of LBW(RR 1.4,95%CI: 1.1-1.9,P = 0.007) compared with non-treated women,but when adjusted for disease activity there was no significant effect on LBW(RR 1.2,95%CI: 0.6-2.2,P = 0.6). No differences were observed regarding SGA(2 studies; RR 0.9,95%CI: 0.7-1.2,P = 0.5). CONCLUSION Women with active IBD during pregnancy have a higher risk of LBW and SGA in their neonates. This should be considered in treatment decisions during pregnancy.

关键词：怀孕煽动性的肠疾病 Thiopurines 疾病活动低出生重量为 gestational 年龄小

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PLANE WAVES NUMERICAL STABILITY OF SOME EXPLICIT EXPONENTIAL METHODS FOR CUBIC SCHRODINGER EQUATION

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Journal of Computational Mathematics 2016年第4期34卷 385-406页

作者： begona Cano Adolfo gonzalez-Pachon Departamento de Matemdtica Aplicada Universidad de Valladolid IMUVA Paseo de Beldn 7 47011 VaUadolid Spain Departamento de Matemdtica Aplicada Universidad de Valladolid IMUVA Paseo de Beldn 7 47011 Valladolid Spain

Numerical stability when integrating plane waves of cubic SchrSdinger equation is thor- oughly analysed for some explicit exponential methods. We center on the following second- order methods： Strang splitting and Lawson method based on a one-parameter family of 2-stage 2nd-order explicit Runge-Kutta methods. Regions of stability are plotted and numerical results are shown which corroborate the theoretical results. Besides, a tech- nique is suggested to avoid the possible numerical instabilities which do not correspond to continuous ones.

关键词： Numerical stability Exponential splitting Lawson methods Projection ontoinvariant quantities Plane waves SchrSdinger equation.

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