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184篇 您的检索式:作者名="B Merriman"
    题名 作者 年代 出处 被引量
1Macrophage migration inhibitory factor gene polymorphisms in inflammatory bowel disease: An association study in New Zealand Caucasians and meta-analysis显示文摘AIM:To investigate the association of macrophage migration inhibitory factor(MIF)promoter polymorphisms with inflammatory bowel disease(IBD)risk.METHODS:One thousand and six New Zealand Caucasian cases and 540 Caucasian controls were genotyped for the MIF SNP-173G>C(rs755622)and the repeat polymorphism CATT5-8(rs5844572)using a predesigned TaqMan SNP assay and capillary electrophoresis,respectively.Data were analysed for single site and haplotype association with IBD risk and phenotype.Meta-analysis was employed,to assess cumulative evidence of association of MIF-173G>C with IBD.All published genotype data for MIF-173G>C in IBD were identified using PubMed and subsequently searching the references of all PubMed-identified studies.Imputed genotypes for MIF-173G>C were generated from the Wellcome Trust Case Control Consortium(and National Institute of Diabetes and Digestive and Kidney Diseases).Separate meta-analyses were performed on Caucasian Crohn’s disease(CD)(3863 patients,6031controls),Caucasian ulcerative colitis(UC)(1260 patients,1987 controls),and East Asian UC(416 patients and 789 controls)datasets using the Mantel-Haenszel method.The New Zealand dataset had 93%power,and the meta-analyses had 100%power to detect an effect size of OR=1.40 atα=0.05,respectively.RESULTS:In our New Zealand dataset,single-site analysis found no evidence of association of MIF polymorphisms with overall risk of CD,UC,and IBD or disease phenotype(all P values>0.05).Haplotype analysis found the CATT5/-173C haplotype occurred at a higher frequency in New Zealand controls compared to IBD patients(0.6 vs 0.01;P=0.03,OR=0.22;95%CI:0.05-0.99),but this association did not survive bonferroni correction.Meta-analysis of our New Zealand MIF-173G>C data with data from seven additional Caucasian datasets using a random effects model found no association of MIF polymorphisms with CD,UC,or overall IBD.Similarly,meta-analysis of all published MIF-173G>C data from East Asian datasets(416UC patients,789 controls)found no association of this promoter polymorphism with UC.James D Falvey Robert W Bentley Tony R Merriman Mark B Hampton Murray L Barclay Richard B Gearry Rebecca L Roberts 2013World Journal of Gastroenterology2013,19,39:9
2A non-oscillatory Eulerian approach to interface in multimaterial flows (ghost fluid method)显示文摘Fedkiw R P Aslam T Merriman B 1999Journal of Computational Physics1999,152,2:2
3A non-oscillatory Eulerian approach to interfaces in multimaterial flows (the gost fuid mthod) 显示文摘Fedkiw R P Marquina A Merriman B 1999Journal of Computational Physics1999,152,:1
4An isobaric fix for the overheating problem in muitimaterial compressible flows显示文摘Fedkiw R P Marquina A Merriman B 1999Journal of Computational Physics1999,148,:1
5A PDE-based fast local level set method显示文摘Peng D Merriman B Osher S 1999Journal of Computational Physics1999,155,2:1
6Autonomic shutdown of lithium-ion batteries using thermoresponsive microspheres显示文摘Baginska M Blaiszik B J Merriman R J 2012Advanced Energy Materials2012,2,5:1
7Moti-on of Multiple Junctions,A Level Set Approach显示文摘 Bence J Osher S 1994Journal of Computational Physics1994,112,3:1
8Capturing the behavior of bubbles and drops using the variational level set approach 显示文摘ZHAO Hong-kai MERRIMAN B OSHER S 1998Journal of Computational Physics1998,143,2:1
9A variational level set approach to multiphase motion 显示文摘Zhao Hong-kai Chan T Merriman B 1996Journal of Computational Physics1996,127,1:1
10A non-oscillatory Eulerian approach to interfaces in multi-material Flows (the Ghost Fluid Method) 显示文摘Fedkiw R P Aslam T Merriman B 1999Journal of Computational Physics1999,152,:1
11A level set formulation of Eulerian interface capturing methods for incompressible fluid flows显示文摘Chang Y C Hou T Y Merriman B 1996J Camp Phys1996,124,2:1
12Implicit and nonparametric shape reconstruction from unorganized data using a variational level set method 显示文摘ZHAO Hong-kai OSHER S MERRIMAN B 2000Computer Vision and Image Un- derstanding2000,80,3:1
13A varia- tional level-set approach to muhiphase motion 显示文摘ZHAO H K CHAN T MERRIMAN B 1996Journal of Computational Physics1996,127,:1
14A non-oscillatory Eulerian approach to interfaces in multimaterial flows (the ghost fluid method) 显示文摘Fedkiw R P Aslam T Merriman B 1999Journal of Computational Physics1999,152,2:1
15SeqWare query engine: storing and searching sequence data in the cloud 显示文摘OCONNOR B MERRIMAN B NELSON S 2010BMC Bioinformatics2010,11,12:1
16A variational level set approach to multiphase motion显示文摘Zhao H K Chan T Merriman B 0,,:1
17Repetitive sequence environment distinguishes housekeeping genes显示文摘Eller C D Regelson M Merriman B 2007Gene2007,390,12:1
18A Level Set Formulation of Eulerian Interface Capturing Methods for Incompressible Fluid Flows 显示文摘 Hou T Y Merriman B 1996J Comput Phys1996,124,:1
19A variation-al level set approach to multiphase motion 显示文摘Zhao H K Chan T Merriman B 1996Journal of Computational Physics1996,127,1:1
20A PDE-based fast level set method 显示文摘Peng Danping Merriman B Osher Stanley 1999Journal of Computational Physics1999,155,2:1
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