BOUNDARY VALUE PROBLEMS OF FRACTIONAL DIFFERENTIAL INCLUSION: SIMULATION OF LEAF SHAPE AND ITS AREA
The classical methods for modeling leaf shape are always given a symmetric upper and lower shapes. The aim of this paper is to investigate the simulation of non-symmetric leaf shape. By deducting the traditional model coupled with causality conditions in sense of multivalued maps. We obtain the boundary value problems (BVPs) of fractional differential inclusion. Existence results validate problems and solutions. We illustrate an example to investigate the simulation of the leaf shape and area.
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