A perception of the applications of bicomplex fractional Laplace transform

In this paper, we have used the bicomplex fractional Laplace transform to solve differential equations arising in various fields, such as heat transfer, population dynamics, electric circuits, and glucose absorption. Our study provides a deeper understanding of the mathematical relationships between bicomplex fractional Laplace transforms, Bessel functions, and the beta and gamma functions. Additionally, we have validated the effectiveness and applicability of our approach by solving the differential equation governing blood alcohol concentrations, using these theoretical insights.