The Utility of Bayes’ theorem in positron emission tomography positive suspected cases of relapsed non-Hodgkin’s lymphoma

John D. Bibb, E. Fischer, Sang-Joon Lee, E. Libby, I. Rabinowitz
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Abstract

The role of Positron Emission Tomography (PET) in suspected non Hodgkin’s lymphoma (NHL) relapse is not well established. An illustrative case report of a patient with a positive PET scan and suspected recurrence is presented and analyzed using Bayes’ theorem. We find that the positive predictive value (PPV) of the PET scan significantly depends on the patient’s initial prognosis and time from diagnosis. The greater the elapsed time and the better the initial prognosis, the lower the PPV of a positive PET scan. We have developed a reference table to estimate the PPV of a positive PET scan for treated NHL patients with suspected relapse. From this analysis we strongly recommend repeating a biopsy in the vast majority of suspected relapsed NHL patients with a positive PET scan to confirm the diagnosis.
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贝叶斯定理在正电子发射断层扫描阳性疑似复发非霍奇金淋巴瘤病例中的应用
正电子发射断层扫描(PET)在疑似非霍奇金淋巴瘤(NHL)复发中的作用尚未得到很好的证实。一个说明性的病例报告,病人与阳性的PET扫描和怀疑复发提出和分析使用贝叶斯定理。我们发现PET扫描的阳性预测值(PPV)显著依赖于患者的初始预后和诊断时间。时间越长,初始预后越好,阳性PET扫描的PPV越低。我们制定了一个参考表来估计疑似复发的NHL治疗患者PET扫描阳性的PPV。根据这一分析,我们强烈建议对绝大多数PET扫描阳性的疑似复发性NHL患者进行重复活检以确认诊断。
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