Superconductivity in curved space-time and the object of anholonomity

The purpose of this paper is to discuss some aspects of the electrodynamics of superconductors in stationary Riemannian space-time adopting the method of anholonomic frames. Transforming London's tensor equation partial derivative P-[alpha(beta]) = 0, P-beta (beta = 0, 1, 2, 3) generalized 4-momentum of the superelectron, with respect to an orthonormal tetrad correction terms appear containing the object of anholonomity. This mathematical object conveys the information on the gravitational field; its non-vanishing components determine the electromagnetic field generated inside a superconductor at rest in a stationary universe.