Existence and exact asymptotic behaviour of positive solutions for fractional boundary value problem with P-Laplacian operator

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ABSTRACTThis paper deals with existence, uniqueness and global behaviour of a positive solution for the fractional boundary value problem in with the condition where , , p>1, , the differential operator is taken in the Riemann–Liouville sense and are non-negative and continuous functions that may are singular at x=0 or x=1 and satisfies some appropriate conditions.