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Mathematical modeling of cellular differentiation upon hematopoietic stem cell transplantation.

机译:造血干细胞移植后细胞分化的数学模型。

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摘要

Allogeneic hematopoietic cell transplantation (HCT) following chemo- and/or radiotherapeutic conditioning is a standard treatment for certain malignant and nonmalignant hematological disorders. The allotransplant generates anti-recipient effects, including beneficial graft-versus-leukemia responses and undesirable graft-versus-host reactions. Conventional HCT uses high doses of conditioning therapy that ablates the recipient's marrow and causes secondary injury. Non-myeloablative transplantation incorporates low intensity conditioning that mitigates mucosal injury and permits the transplanted cells to engraft without prior marrow ablation. To better understand this process and to aid transplant hematologists in optimizing HCT strategies, we developed a mathematical model of the hematopoietic cell reconstitution therapy in humans. The ordinary differential equation model reflects the proliferation, differentiation, and interactions of the host and donor leukocyte lineages with cancer cells. The model is adapted from the Marciniak-Czochra unilineage hematopoietic stem cell model and extended to address: 1. multilineage differentiation into four mature leukocyte cell types (neutrophils, lymphocytes, monocytes, and eosinophils) 2. activation, differentiation, proliferation, and maturation process of these cells 3. chimerism and 4. myeloablative and non-myeloablative conditioning. Unknown model parameters were tuned so the simulated peripheral leukocyte dynamics fit available averaged human subject data. In an IRB approved study, de-identified cell counts from 7 days prior to donor cell infusion to 30 days post transplantation were used. The mathematical model presented integrates current knowledge of the physiology with clinical observations to better understand the influences of chemotherapy, immunosuppression, and radiation therapy on the evolution of the peripheral leukocyte blood cell counts following conventional and non-myeloablative conditioning. Future work will optimize the therapeutic strategies to promote graft-versus-leukemia while mitigating graft-versus-host disease.
机译:化学和/或放射治疗条件后的同种异体造血细胞移植(HCT)是某些恶性和非恶性血液学疾病的标准治疗方法。同种异体移植产生抗受体作用,包括有益的移植物抗白血病反应和不良的移植物抗宿主反应。传统的HCT使用高剂量的调理疗法,可消融受体的骨髓并引起继发性损伤。非清髓性移植结合了低强度调节,可减轻粘膜损伤并允许移植的细胞无需事先进行骨髓消融即可植入。为了更好地了解此过程并帮助移植血液学家优化HCT策略,我们开发了人类造血细胞重建疗法的数学模型。普通的微分方程模型反映了宿主和供体白细胞谱系与癌细胞的增殖,分化和相互作用。该模型改编自Marciniak-Czochra单系造血干细胞模型,并扩展到解决:1.多系分化为四种成熟的白细胞类型(嗜中性白细胞,淋巴细胞,单核细胞和嗜酸性粒细胞)2.激活,分化,增殖和成熟过程这些细胞3.嵌合和4.清髓性和非清髓性条件。调整了未知的模型参数,使模拟的外周血白细胞动力学符合可用的平均人类受试者数据。在IRB批准的研究中,使用了从供体细胞输注前7天到移植后30天的未鉴定细胞计数。提出的数学模型将当前的生理学知识与临床观察相结合,以更好地了解化学疗法,免疫抑制和放射疗法对常规和非清髓性条件后外周白细胞血细胞计数演变的影响。未来的工作将优化治疗策略,以促进移植物抗白血病,同时减轻移植物抗宿主疾病。

著录项

  • 作者

    Pearce, Serena M.;

  • 作者单位

    Purdue University.;

  • 授予单位 Purdue University.;
  • 学科 Engineering Biomedical.
  • 学位 M.S.B.M.E.
  • 年度 2012
  • 页码 113 p.
  • 总页数 113
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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