Lecture
This lecture presents the proof that two coverings P: E x and Pi: X are conjugates in TAlx; xo), pow ple) = xo = plé! The instructor explains the isomorphism of coverings and the existence of morphisms of F. The proof involves showing that two coverings P: E x and Pi: X are conjugates in TA (X; xo), pow ple) = xo = plé? The lecture also covers the lifting theory and the composition of functions, demonstrating the isomorphism criterion of coverings.