The Analytic Invariants of Spherically Symmetric Space-time in V

Abstract In this paper we studied the analytic invariants of spherically symmetric space-time by considering various quadruples orthogonal unit vectors α i , β and then some results have been developed there upon. Further it is noticed that, for K spsq = rprq rsrs pqpq 0, p ≠ q r s p, q, r, 1, 2, 3,4, quadruple ( ) vector yield flat geometry if only ρ 5 0. Also pqps 0 g qq psps + ss 0; s, 1; 2; 3; 4, 4 constant, which leads to well known theorem Schur concerning space constant curvature.