Modelling of Tirapazamine Effects on Solid Tumour Morphology
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[1] D. Hanahan,et al. The Hallmarks of Cancer , 2000, Cell.
[2] P. Olive,et al. Physiologic and cytotoxic effects of tirapazamine in tumor-bearing mice. , 1997, Radiation oncology investigations.
[3] É. Lartigau,et al. Does tirapazamine (SR-4233) have any cytotoxic or sensitizing effect on three human tumour cell lines at clinically relevant partial oxygen pressure? , 1995, International journal of radiation biology.
[4] J. Folkman,et al. Proceedings: Tumor angiogenesis factor. , 1974, Cancer research.
[5] M. Chaplain,et al. Mathematical modelling of radiotherapy strategies for early breast cancer. , 2006, Journal of theoretical biology.
[6] H. Byrne,et al. Extracellular matrix concentration exerts selection pressure on invasive cells. , 1999, European journal of cancer.
[7] Aoife M Shannon,et al. Tumour hypoxia, chemotherapeutic resistance and hypoxia-related therapies. , 2003, Cancer treatment reviews.
[8] B. Siim,et al. Tirapazamine-induced cytotoxicity and DNA damage in transplanted tumors: relationship to tumor hypoxia. , 1997, Cancer research.
[9] L. Preziosi,et al. On Darcy's law for growing porous media , 2002 .
[10] Alexander R. A. Anderson,et al. Mathematical modelling of cancer cell invasion of tissue , 2008, Math. Comput. Model..
[11] H M Byrne,et al. Growth of nonnecrotic tumors in the presence and absence of inhibitors. , 1995, Mathematical biosciences.
[12] R. A. ANDERSONa,et al. Mathematical Modelling of Tumour Invasion and Metastasis , 2022 .
[13] I. Olver,et al. Tirapazamine: from bench to clinical trials. , 2006, Current clinical pharmacology.
[14] J. Vohradský. Neural Model of the Genetic Network* , 2001, The Journal of Biological Chemistry.
[15] J. Brown,et al. SR 4233 (tirapazamine): a new anticancer drug exploiting hypoxia in solid tumours. , 1993, British Journal of Cancer.
[16] M. Alamgir Hossain,et al. Intelligent Modelling for Benign Tumour Growth with Cell-Cell and Cell-Matrix Adhesion and Movement , 2010, 2010 10th IEEE International Conference on Computer and Information Technology.
[17] A. Anderson,et al. A hybrid cellular automaton model of clonal evolution in cancer: the emergence of the glycolytic phenotype. , 2008, Journal of theoretical biology.
[18] I. Tannock,et al. Repopulation of cancer cells during therapy: an important cause of treatment failure , 2005, Nature Reviews Cancer.
[19] Napoleone Ferrara,et al. Angiogenesis as a therapeutic target , 2005, Nature.
[20] A. Anderson,et al. An evolutionary hybrid cellular automaton model of solid tumour growth. , 2007, Journal of theoretical biology.
[21] I. Tannock,et al. Drug penetration in solid tumours , 2006, Nature Reviews Cancer.
[22] M. Chaplain,et al. A mathematical model of breast cancer development, local treatment and recurrence. , 2007, Journal of theoretical biology.
[23] Helen M. Byrne,et al. USING MATHEMATICS TO STUDY SOLID TUMOUR GROWTH , 2001 .
[24] M. Alamgir Hossain,et al. Multi-objective optimal chemotherapy control model for cancer treatment , 2010, Medical & Biological Engineering & Computing.
[25] AQ4N: a new approach to hypoxia-activated cancer chemotherapy , 2000, British Journal of Cancer.
[26] J. Brown,et al. Exploiting the hypoxic cancer cell: mechanisms and therapeutic strategies. , 2000, Molecular medicine today.
[27] Raghu Kalluri,et al. The epithelial–mesenchymal transition: new insights in signaling, development, and disease , 2006, The Journal of cell biology.
[28] Kwong-Sak Leung,et al. A Memetic Algorithm for Multiple-Drug Cancer Chemotherapy Schedule Optimization , 2007, IEEE Transactions on Systems, Man, and Cybernetics, Part B (Cybernetics).
[29] Alissa M. Weaver,et al. Tumor Morphology and Phenotypic Evolution Driven by Selective Pressure from the Microenvironment , 2006, Cell.
[30] Zeljko Bajzer,et al. Combining Gompertzian growth and cell population dynamics. , 2003, Mathematical biosciences.
[31] A. Bikfalvi,et al. Tumor angiogenesis , 2020, Advances in cancer research.