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  • 标题:Approches multidimensionnelles pour l’analyse de la relation toxicité-efficacité d’un traitement pour le cancer de l’estomac. Application dans le cadre d’une méta-analyse
  • 本地全文:下载
  • 作者:Mounia Abouloussoud ; Lucile Awad ; Mireille Gettler Summa
  • 期刊名称:la Revue de MODULAD
  • 印刷版ISSN:1769-7387
  • 出版年度:2010
  • 卷号:2010
  • 期号:42
  • 页码:127-137
  • 出版社:Association MODULAD
  • 摘要:The relationship between toxicity and efficacy are analysed for 2 chemotherapies in randomised studies using exploratory analyses and a meta-analysis in order to validate the results. The first step consists in a series of multidimensional analyses performed on a randomized study including 124 patients with gastric cancer. The second step is a validation phase of the results, based on two other clinical trials, one including 221 patients and the second 41 patients treated with the same chemotherapies. In the meta-analysis, in order to decide which data bases can be pooled, tests are performed to test the homogeneity of the toxicity variables frequencies and of the baselines variables. Data pre-processing implies the search of a final coding for each variable in order to run a Multiple Correspondence Analysis on the pooled datasets. The factorial plans suggest a grouping of the individuals in three clusters. The corresponding partitions are built by an ascending hierarchical clustering approach, with an aggregation index associated to the variance one and initial distances compatible with the ACM ones. This methodology is infrequently used in the context of clinical trials: Correspondence Analysis shows a relationship between efficacy and toxicity. The analysis provides also a mapping which allows to define a concept of “useful” toxicities i.e. correlated to the efficacy as opposed to a concept of “non-useful” toxicities i.e. non related to the treatment efficacy. The technique of supplementary variables suggests the hypothesis that patients with a low Karnofsky when entering the trial develop the ‘non useful’ toxicities. At that point one may consider that somehow a descriptive proof has been obtained thus drafting a solution to the initial problem. The obtained clusters are projected on to the first factorial plane. Tests for the significance of the centroids positions are performed in order to get a first step toward the partition validation.
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