The book "Mathematical Modeling of the Aorta Using Fractional Calculus" offers a comprehensive analysis of the biomechanical phenomena in the aorta using a fractional viscoelastic model. It begins with capturing the geometry of the artery from medical imaging data, which is then transformed into a three-dimensional model. The three layers of the artery are identified, and the internal boundaries are precisely defined. By using splines, the curves are constructed that serve to create the artery geometry, which can then be exported to specialized software for finite element analysis. The book also addresses the solution of the viscoelastic model using Mittag-Leffler functions and the Laplace transform, making it a valuable resource for professionals and students in the fields of engineering and IT.