Mimulus (Monkeyflowers) is a diverse genus of angiosperms that produce many beautiful and unique pigmentation patterns. The basic mechanisms of pattern production have been tentatively described in certain species of Mimulus, and it is based on the reaction-diffusion system of a slow activator NEGAN (called a pre-pattern) and a fast inhibitor RTO. Such activator-inhibitor pair forms a Turing pattern, and we have shown that it generates various patterns in Monkeyflower petals. Using the modeling and simulation software VCell, the reaction-diffusion system can be spatially simulated with a series of differential equations. By changing the parameters of the math model or the shape of the pre-pattern, many different patterns emerge, corresponding to phenotypes observed in species of Mimulus. We aim to classify flower patterns, so they can be easily distinguished, and to identify key parameters and parameter regions that correspond to changes in patterns related to a mix of mutants in a plant, and trajectories in parameter space describing the lineage of patterns. (Supported by NIGMS grant R01 GM140092.)
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