Electromagnetism and Maxwellian Evolution Equations in terms of Darboux Frame in Minkowski Space with Abnormalities

Electromagnetic wave propagation is often thought of as the transport of polarised light and this behaviour is well defined by Maxwell’s equations when propagating in an optical fiber. In this paper, we examine the q − direction and n − direction Berry’s phase equation along a Darboux framed optical fibre in Minkowski space. Next, we define q − direction and n − direction for the electromagnetic curves of the Rytov parallel transport laws. And then, the application section, the connections between the Maxwellian evolution of the electromagnetic curve for Maxwell’s equation and the anholonomic coordinates are visualized and illustrated with the MAPLE program.