3P282 Chemotactic behavior of a liquid droplet: (3) pH change by autocatalytic reaction and liquid droplet motion(25. Nonequilibrium state & Biological rhythm,Poster,The 52nd Annual Meeting of the Biophysical Society of Japan(BSJ2014))

Abstract

Toward analysis of multicell-turnover patterns by using multivariable polynomials Hirosi Yosida (Faculty of Math. Kyushu Univ.) Campbell, who performed many experiments in Hydra, noted: "The cells and tissues of hydra are in continuous flux. The polyp undergoes perpetual growth and tissue loss, coupled by balanced cell renewal patterns involving all cell types" [1]. I studied a bio-inspired model of patterns that regenerate in flux, namely regenerate through turnover in [2,3], where I parameterized the manner of the redistribution of Dachsous and Fat, and then derived equations to make turnover feasible. I here propose a method for analyzing multicell-turnover patterns by using multivariable polynomials.