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Knowledge discovery for pancreatic cancer using inductive logic programming

机译:使用归纳逻辑编程的胰腺癌知识发现

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摘要

Pancreatic cancer is a devastating disease and predicting the status of the patients becomes an important and urgent issue. The authors explore the applicability of inductive logic programming (ILP) method in the disease and show that the accumulated clinical laboratory data can be used to predict disease characteristics, and this will contribute to the selection of therapeutic modalities of pancreatic cancer. The availability of a large amount of clinical laboratory data provides clues to aid in the knowledge discovery of diseases. In predicting the differentiation of tumour and the status of lymph node metastasis in pancreatic cancer, using the ILP model, three rules are developed that are consistent with descriptions in the literature. The rules that are identified are useful to detect the differentiation of tumour and the status of lymph node metastasis in pancreatic cancer and therefore contributed significantly to the decision of therapeutic strategies. In addition, the proposed method is compared with the other typical classification techniques and the results further confirm the superiority and merit of the proposed method.
机译:胰腺癌是毁灭性疾病,预测患者的状况成为重要而紧迫的问题。作者探讨了归纳逻辑编程(ILP)方法在疾病中的适用性,并表明累积的临床实验室数据可用于预测疾病特征,这将有助于胰腺癌治疗方式的选择。大量临床实验室数据的可用性提供了有助于疾病知识发现的线索。在使用ILP模型预测胰腺癌的肿瘤分化和淋巴结转移状况时,制定了三个与文献中描述相一致的规则。所确定的规则可用于检测胰腺癌的肿瘤分化和淋巴结转移状况,因此对治疗策略的决策有重要贡献。此外,将该方法与其他典型分类技术进行了比较,结果进一步证实了该方法的优越性和优点。

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  • 来源
    《IET systems biology》 |2014年第4期|162-168|共7页
  • 作者单位

    Advanced Modeling and Applied Computing Laboratory, Department of Mathematics, The University of Hong Kong, Pokfulam Road, Hong Kong;

    Hepatobiliary and Pancreatic Surgery Division, National Cancer Center Hospital, Tokyo, Japan;

    Pathology Division, National Cancer Center Research Institute, Tokyo, Japan;

    Department of Surgery, Fukuoka University, Fukuoka, Japan;

    Advanced Modeling and Applied Computing Laboratory, Department of Mathematics, The University of Hong Kong, Pokfulam Road, Hong Kong;

    Advanced Modeling and Applied Computing Laboratory, Department of Mathematics, The University of Hong Kong, Pokfulam Road, Hong Kong;

    Division of Clinical Laboratories, National Cancer Center Hospital, Tokyo, Japan;

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