We consider the structure of the intestinal epithelial tissue and of cellcell junctions as the biological model inspiring a new class of P systems. First we define the concept of cell polarity, a formal property derived from epithelial cells, which present morphologically and functionally distinct regions of the plasma membrane. Then we show two preliminary results for this new model of computation: on the theoretical side, we show that P systems with cell polarity are computationally (Turing) complete; on the modelling side, we show that the transepithelial movement of glucose from the intestinal lumen into the blood can be described by such a formal system. Finally, we define tissue P systems with cell polarity, where each cell has fixed connections to the neighbouring cells and to the environment, according to both the cell polarity and specific cellcell junctions. © 2009 Cambridge University Press.
(2009). (Tissue) P systems with cell polarity [journal article - articolo]. In MATHEMATICAL STRUCTURES IN COMPUTER SCIENCE. Retrieved from http://hdl.handle.net/10446/109182
(Tissue) P systems with cell polarity
Cazzaniga, Paolo;Mauri, Giancarlo;
2009-01-01
Abstract
We consider the structure of the intestinal epithelial tissue and of cellcell junctions as the biological model inspiring a new class of P systems. First we define the concept of cell polarity, a formal property derived from epithelial cells, which present morphologically and functionally distinct regions of the plasma membrane. Then we show two preliminary results for this new model of computation: on the theoretical side, we show that P systems with cell polarity are computationally (Turing) complete; on the modelling side, we show that the transepithelial movement of glucose from the intestinal lumen into the blood can be described by such a formal system. Finally, we define tissue P systems with cell polarity, where each cell has fixed connections to the neighbouring cells and to the environment, according to both the cell polarity and specific cellcell junctions. © 2009 Cambridge University Press.File | Dimensione del file | Formato | |
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