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We can extend this inequality to matrices as follows: (2.35).
We can extend evenly, and on, then we obtain (3.16).
We can extend this method to multiple attackers case.
We can extend our fractional problem (3.13 - 3.16) to a more general situation as follows.
We can extend Definition 3.9 to bi-direction Δ-almost automorphic functions.
We can extend this result to second-order differentiability as follows.
We can extend (phi) to all of (mathbb C) using the functional Eq. (3).
We can extend this result to the well-curved γ in (mathbb{R}^{n}).
We can extend (16) to multiuser scenario as Z ‾ = W ‾ R ‾ + N ‾, (18).
We can extend our method to exact controllability for integrodifferential evolution system with impulsive conditions.
We can extend the behavior showed in Figure 8 to the rest of the video sequences.
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