Anum ShahzadiFA19-RMT-062Dr. Hani ShakerLHR TP 73852026-05-052021https://repository.cuilahore.edu.pk/123456789/3813This study explores the topological properties of the Face-Centered Cubic (FCC) lattice, denoted as FCC(N), which is widely used to model crystalline structures in solid-state physics and materials science. The research focuses on analyzing the structural arrangement, connectivity, and symmetry of the FCC lattice using concepts from graph theory and topology. Key properties such as vertex coordination, edge relationships, and lattice transformations are examined to understand how the topology influences physical characteristics like stability, density, and atomic interactions. The findings highlight the mathematical significance of FCC(N) and its applications in modeling complex three-dimensional networks.enDepartment of MathematicsFA19MathematicsFace-Centered Cubic LatticeFCC(N)TopologyGraph TheoryDr. Hani ShakerThesis