MATHEMATICAL MODEL OF TIP-HYPHA ANASTOMOSIS AND DICHOTOMOUS BRANCHING WITH TIP DEATH DUE TO OVERCROWDING

Abstract

In this paper, we investigated the case of fungi growth when more types of dichotomous branching are combined.  These consume all energy s Lateral branching, Tip-Hypha Anastomosis, Tip- anastomosis, and TiP death due to overcrowding species. We use mathematical models such as partial differential equations (PDEs) to illustrate biological phenomena of various types. We need some time for fungi to grow; that is true. We will use the numerical solution to obtain an approximate solution for this system. This solution's steps are stationary, phase, and traveling states. Solution and determination of the initial condition We will use the code to recognize the behavior of the types