Maxwell's equations are fundamentally based in four dimensions, which are sufficient to describe the electromagnetic force in many contexts, including the Lorentz force. However, for a complete description of electromagnetic phenomena, particularly when considering factors like polarization and twist, additional dimensions may be necessary. The discussion highlights that while four dimensions are typically adequate, specific scenarios with greater complexity might require higher-dimensional frameworks, such as those found in Stuckelberg theory, which operates in an eight-dimensional phase space. The size of matrices and the degrees of freedom involved depend on the specific aspects of electromagnetism being analyzed. Ultimately, the dimensionality needed varies based on the complexity of the electromagnetic interactions being considered.