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By using the fixed cutoff protocol, 113 patients (0.25%) were screen positive.
Secondly, we induce the errors using (6) by using the fixed mean and variances.
In the following, we calculate the index number of ((0,0)) and ((0,theta)) by using the fixed point theory.
In Section 3, the linear delay differential equations and its generalization are discussed by using the fixed points method.
It follows that the index numbers of ((0,0) ) and ((0, theta)) are well defined by using the fixed point theory as the following lemmas.
By using the fixed point theory and projected dynamic system theory, we get the existence and uniqueness of the solution for this equilibrium problem.
We consider the mean square asymptotic stability of a generalized linear neutral stochastic differential equation with variable delays by using the fixed point theory.
By constructing the Green's functions of BVP and by using the fixed point theory, the existence and uniqueness of the solutions were obtained under suitable conditions.
Pooled OR were computed twice, by using the fixed effects method and the random effects method (Table 4).
The ORs of different RCTs were combined by using the fixed effects model of Mantel and Haenszel 15 and the random effects model of Der Simonian and Laird.
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OR estimation of each models was calculated by using the fixed-effects model (Mantel-Haenszel method) if the I ≤ 50% (which indicated a lack of heterogeneity) [ 17].
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