B. K. Singh

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20192022

most citedViability of Bianchi type V Universe in

f (R, T) = f_{1} (R) + f_{2} (R) f_{3} (T)

gravity

44 citations · 79 across the 3 of their papers we have counts for

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physics.gen-ph2019★ 44 cited

Viability of Bianchi type V Universe in $f (R, T) = f_{1} (R) + f_{2} (R) f_{3} (T)$ gravity

Lokesh Kumar Sharma, Benoy Kumar Singh, Anil Kumar Yadav

In this paper, we examine the viability of Bianchi type V universe in $f (R, T)$ theory of gravitation. To solve the field equations, we have considered the power law for scale facto…

Viability of Bianchi type V Universe in f(R,T)=f1​(R)+f2​(R)f3​(T) gravity

Viability of Bianchi type V Universe in $f (R, T) = f_{1} (R) + f_{2} (R) f_{3} (T)$ gravity