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Besides, one can consider the same functions φ with (p < 0), for instance, (varphi(x) := x^{-1/2}), or (varphi(x) := x^{-1}), which are smooth and convex on every interval ([a, b]) with (0 < a < b leq+infty).
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One can consider the singular case of the same problem.
Consider the same Lyapunov Razumikhin function candidate: begin{aligned} V t)=x^{T}(t)Qx t).
Let us consider the same example of the channel transfer function given in the previous paragraph.
Complement functions are similar among many species, and corresponding components from one species can carry out the same functions when introduced into another species.
Consider the same scenarios for yourself.
Based on their results, study author Sigal Zilcha-Mano and his colleagues believe pets can serve the same function.
All have products that can perform the same function.
When one fails, another can fulfill the same function.
Isoforms represent variants of a gene that can perform the same function, a different function altogether, or a slight modification of the same function (Little et al. 2010).
Your hand can perform the same function.
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