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In future work, we intend to address this problem more precisely, following our existing approach to modelling and verifying communication protocols.
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More precisely, the following theorem is true.
More precisely, the following is obtained.
More precisely, the following result was obtained.
More precisely, the following two theorems, which are the main results of the present paper, shall be proved.
We have more precisely the following (cf. [349], Theorem 9, p. 427, and Theorem 11, p. 428).
More precisely, the following illustrates that SigShrink performs well for denoising speckle noise in the wavelet domain.
More precisely, the following example will show that it is possible for (L_{A}) to be compact while (lim_{nrightarrowinfty}|tilde{A}_{n}|_{X}^{ast}neq0).
More precisely, the following Markov chain holds: X 3 | X 1, X 2 → Y 3 | X 1, X 2 → Y 1 | X 1, X 2, (29).
More precisely, the following sets are constructed for each pico user k ′∈Γ {begin{aligned} &Xi_{k'} = left{pi = left(pi_{1} pi_{2} ldots pi_{d_{k'}}right) | pi in Phi; right.
More precisely, the following operations preserve the validity of a hypothesis given in the positive representation: changing order of columns in the matrix changing order of literals in a column adding a column (Ctheta ) to the matrix containing the column (C).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com