This paper explores the use of Cauchy's Integral Theorem in the analysis of cell division. Cauchy's Integral Theorem is a powerful mathematical tool that has been applied in various scientific and engineering fields. In recent years, it has been employed in the study of biological systems, including the complex process of cell division. By providing a mathematical framework for understanding the physical processes involved in cell division, Cauchy's Integral Theorem can be used to develop more accurate models of these processes. These models can help researchers to gain a better understanding of the regulation of cell division, as well as identify potential targets for the treatment of diseases such as cancer. The paper also discusses the future prospects of this field, including the potential for more detailed data from advanced microscopy techniques and computational tools, leading to more accurate models and a deeper understanding of cell division.