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首页> 外文期刊>Biopharmaceutics and Drug Disposition >A novel semi-mechanistic tumor growth fraction model for translation of preclinical efficacy of anti-glypican 3 antibody drug conjugate to human
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A novel semi-mechanistic tumor growth fraction model for translation of preclinical efficacy of anti-glypican 3 antibody drug conjugate to human

机译:一种新型半机械肿瘤生长级分模型,用于翻译抗甘草3抗体药物缀合物与人的临床前疗效

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摘要

The growing fraction (GF) of tumor has been reported as one of the predictive markers of the efficacy of chemotherapeutics. Therefore, a semi-mechanistic model has been developed that describes tumor growth on the basis of cell cycle, allowing the incorporation of the GF of a tumor in pharmacokinetic/pharmacodynamic (PK/PD) modeling. Efficacy data of anti-glypican 3 (GPC3) antibody drug conjugate (ADC) in a hepatocellular carcinoma (HCC) patient derived xenograft (PDX) model was used for evaluation of this proposed model. Our model was able to describe the kinetics of growth inhibition of HCC PDX models following treatment with anti-GPC3 ADC remarkably well. The estimated tumurostatic concentrations were used in tandem with human PKs translated from cynomolgus monkey for prediction of the efficacious dose. The projected efficacious human dose of anti-GPC3 ADC was in the range 0.20-0.63 mg/kg for the Q3W dosing regimen, with a median dose of 0.50 mg/kg. This publication is the first step in evaluating the applicability of GF in PK/PD modeling of ADCs. The authors are hopeful that incorporation of GF will result in an improved translation of the preclinical efficacy of ADCs to clinical settings and thereby better prediction of the efficacious human dose.
机译:肿瘤的不断增长的级分(GF)被报告为化学治疗剂的疗效的预测标志之一。因此,已经开发了半机械模型,其描述了基于细胞周期的肿瘤生长,从而掺入药代动力学/药物动力学(PK / PD)建模中的肿瘤的GF。用于肝细胞癌(HCC)患者衍生的异种移植物(PDX)模型中的抗甘草3(GPC3)抗体药物缀合物(ADC)的疗效数据用于评估该提出的模型。我们的模型能够描述通过抗GPC3 ADC进行非常良好的抗GPC3 ADC进行HCC PDX模型的生长抑制动力学。估计的脉瘘浓度与人PKS串联使用,用猴猴猴转化以预测有效剂量。抗GPC3 ADC的突出的效力人剂量为0.20-0.63mg / kg的Q3W给药方案,中值剂量为0.50mg / kg。本出版物是评估ADC的PK / PD建模中GF适用性的第一步。作者希望纳入GF将导致ADC对临床环境的临床前效能的转换,从而更好地预测有效的人剂量。

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