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氯雷他定分散片减量维持治疗对慢性顽固荨麻疹复发的影响 被引量:2
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作者 张彬 《中国当代医药》 2010年第7期62-63,共2页
目的:观察氯雷他定分散片减量维持治疗对慢性顽固荨麻疹复发的影响。方法:对52例慢性顽固荨麻疹患者,将其随机分为两组,受试组30例(完成25例),选用氯雷他定分散片(厂家:北京双鹭药业股份有限公司,规格:10mg/片)10mg,每天1次口服;症状消... 目的:观察氯雷他定分散片减量维持治疗对慢性顽固荨麻疹复发的影响。方法:对52例慢性顽固荨麻疹患者,将其随机分为两组,受试组30例(完成25例),选用氯雷他定分散片(厂家:北京双鹭药业股份有限公司,规格:10mg/片)10mg,每天1次口服;症状消失后第4天开始,隔日1次口服;未复发则1周后改为5mg,隔日1次口服;未复发则2周后改为5mg,3日1次口服,如仍未复发则2周后停药,继续观察4周。对照组22例(完成20例)选用同一品牌、规格的氯雷他定分散片10mg,每天1次口服,症状消失后继续服药3d后停药,观察4周。结果:受试组复发率为52.00%,对照组复发率为80.00%,受试组第1、2、3、4周复发率(占复发数的比率)分别为15.38%、30.77%、38.46%、15.38%,对照组相应复发率为62.50%、25.00%、12.50%、0,统计学分析结果为χ2=8.399,P=0.038<0.05,差异有统计学意义。结论:氯雷他定分散片减量维持治疗能降低慢性顽固荨麻疹复发率,可以作为治疗慢性顽固荨麻疹的一种用药方法。 展开更多
关键词 慢性顽固荨麻疹 氯雷他定 减量维持 复发 影响
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DIMENSIONALITY REDUCTION BASED ON SVM AND LDA,AND ITS APPLICATION TO CLASSIFICATION TECHNIQUE 被引量:1
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作者 杨波 《Transactions of Nanjing University of Aeronautics and Astronautics》 EI 2009年第4期306-312,共7页
Some dimensionality reduction (DR) approaches based on support vector machine (SVM) are proposed. But the acquirement of the projection matrix in these approaches only considers the between-class margin based on S... Some dimensionality reduction (DR) approaches based on support vector machine (SVM) are proposed. But the acquirement of the projection matrix in these approaches only considers the between-class margin based on SVM while ignoring the within-class information in data. This paper presents a new DR approach, call- ed the dimensionality reduction based on SVM and LDA (DRSL). DRSL considers the between-class margins from SVM and LDA, and the within-class compactness from LDA to obtain the projection matrix. As a result, DRSL can realize the combination of the between-class and within-class information and fit the between-class and within-class structures in data. Hence, the obtained projection matrix increases the generalization ability of subsequent classification techniques. Experiments applied to classification techniques show the effectiveness of the proposed method. 展开更多
关键词 classification information pattern recognition dimensionality reduction (DR) support vectormachine (SVM) linear discriminant analysis (LDA)
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