1984
DOI: 10.1007/bf02285258
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Analysis, forecasting, and control of three-dimensional tumor growth and treatment

Abstract: The main point of this contribution is to show how ideas of control theory, automata theory and computer science can be applied to the field of cancer research. We are stressing the modelling of three-dimensional tumor growth and the simulation of different kinds of tumor therapy (surgery, radiation therapy, chemotherapy). In the future it will be possible to schedule the optimized methods and time of tumor treatment by computer simulation prior to clinical therapy.

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Cited by 16 publications
(6 citation statements)
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“…The first work using cellular automata in cancer modelling was done by Düchting and Vogelsaenger (1984), who used it to investigate the effects of radio-therapy. More recent work includes Ferreira's et al work on tumour morphology (Ferreira et al, 2002), Patel's et al work on the glycolytic phenotype (Patel et al, 2001) and Anderson's model of tumour invasion (Anderson, 2005).…”
Section: Previous Workmentioning
confidence: 99%
“…The first work using cellular automata in cancer modelling was done by Düchting and Vogelsaenger (1984), who used it to investigate the effects of radio-therapy. More recent work includes Ferreira's et al work on tumour morphology (Ferreira et al, 2002), Patel's et al work on the glycolytic phenotype (Patel et al, 2001) and Anderson's model of tumour invasion (Anderson, 2005).…”
Section: Previous Workmentioning
confidence: 99%
“…One advantage of modelling tumours on the scale of single cells is that it makes it possible to capture the fact that tumours in general are heterogeneous and consist of a large number of subclones that might behave in different ways. The first work using an individual based cellular automata model in cancer modelling was done by Düchting and Vogelsaenger (1984), who used it to investigate the effects of radiotherapy. More recent work in this direction has investigated the impact of the micro-environment on tumour growth (Ferreira et al, 2002;Anderson, 2005;Anderson et al, 2006).…”
Section: Previous Workmentioning
confidence: 99%
“…In a CA model, each cell occupies a single lattice site; see figure 2(A). Each cell may remain immobile or relocate and then die or produce a daughter cell at the new location [49][50][51][52]. The cell updates its state at each time step through predefined rules according to the information of the previous states of its neighboring cells.…”
Section: Cell-based Tumor Growth Modelsmentioning
confidence: 99%