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We study the maximum symmetric, Anisotropic, inhomogeneity string theory of Bianchi type I in general relativity. We assume Einstein string space metric depends on two variable expansion, Our four directions and these variable functions are related to the condition, ax, t = b (x, t) ^n where cx, t = h (x) k (t) & bx, t = f (x) g (t) metric potential and shear tension are directly proportional to scalar expansion, Our analysis carefully incorporates a condition that links these variable functions to find the deterministic solution. The higher and varied dimensions models' geometrical and physical characteristics are also looked at.
Kumawat et al. (Thu,) studied this question.
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