Sentence examples for be valid for some from inspiring English sources
The chairman of the Committee of Experts agreed: "The verb 'is seized' is used in order to avoid the very ambiguous term 'agenda".' The boss of all experts differentiated between two kinds of agenda: "agenda for a particular meeting and the continuing agenda of the council which may be valid for some time.
The same argument seems to be valid for some ethnic groups.
Whilst the first of these assumptions may be valid for some outbreaks – many countries hold stockpiles of pre-pandemic vaccinate against H5N1 influenza – it is likely that both additional vaccine and additional control measures will be deployed in the face of any large-scale outbreak (Ferguson et al., 2006; Germann et al., 2006; Halloran et al., 2008; Keeling and White, 2011).
Yet for no reading of "if" which is stronger than the truth-functional reading is CP valid — at least this is so if we treat "&" and "~" in the classical way and accept the validity of the inference: (I) ~(A&~B); A; therefore B. Suppose CP is valid for some interpretation of "If A, B".
Now suppose that the same is valid for some k ≥ n ( x ).
If this inequality is valid for some value of, then it is for any valid for any bigger value of.
Such a method cannot be used for the corresponding continuous wave equations or the continuous Hamiltonian systems; however, it is valid for some general discrete Hamiltonian systems.
Such a method cannot be used for the corresponding continuous wave equations, however, it is valid for some general discrete Hamiltonian systems.
However, if we divide the companies' social responsibility by diverse stakeholders, we find that H1 is valid for some certain stakeholder-oriented responsibility, but for some other stakeholder-oriented responsibility,H1 is not valid.
Assume now the lemma is valid for some integer (kge2), and suppose then E_{0}(x in H^{2malpha}(Omega),quadquad n_{0}(x in H^{mbeta}(Omega),quadquad phi _{0}(x in H^{2+ m-1 beta}(Omega),quad m=k+1.
end{aligned} (A.3)Note that the integral is well defined due to Lemma A.1 and the estimate for (psi in mathcal S_{s}(mathbf {R}^{d})) [33, Lemma 1.6] begin{aligned} |psi (x)| lesssim e^{-varepsilon |x|^{1/s}}, quad x in mathbf {R}^{d}, end{aligned}which is valid for some (varepsilon >0).
