The book "On the Homology Groups of the Triangulation Spaces of the Two-Dimensional Simplex" offers a comprehensive study of the homology groups of triangulation spaces of the two-dimensional simplex. It addresses specific spaces that arise from adding new separating points at the barycentric center of the simplex, as well as the homology groups for various configurations of triangulations. The analysis includes both the calculation of homology groups for arbitrary N and special cases where only certain triangulations are considered. This detailed examination is of great interest to professionals and students in mathematics and natural sciences, as it provides deeper insights into the structure and properties of triangulation spaces.