Exact(1)
Assuming that this mortality difference can be explained by differences in HIV infection rates between the tested and untested groups we investigate the implied HIV prevalence in the untested group, and hence deduce an adjusted value for overall prevalence, allowing for the effects of test refusal.
Similar(7)
Thus, all the conditions of Theorem 3.5 are satisfied and hence we deduce the existence of a solution of (4.1).
Hence, we deduce that (3.24).
Hence, we deduce that ∥ A x ∥ ≤ ρ.
Hence, we deduce f ϱ = ϱ.
Hence, we deduce that ∥ S x ∥ ≤ σ.
Hence we deduce the desired inequality.
Hence we deduce that x n → z.
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