We also remark that convergence was achieved after as little as 10 iterations.
We also remark that complex scaling method is possible in the case of manifolds with cusps.
We also remark that Theorem 2.11 given in [23] stays true in the case of extended metric space.
We also remark that condition (1.3) was originally introduced by Fan and Sato in more general form in [7].
We also remark that If we define (S_{infty}(0)=1/2), then neither (v_{1}) nor (v_{2}) satisfies the ODE in (29) for (t=0).
We also remark that, in fact, it can be proved that every SOLA u is such that | D u | p - 1 ∈ M n / ( n - 1 ).
We also remark that, in general, ultraparabolic equations do not possess properties that are closely fundamental to many kinds of parabolic equations including strong maximum principles, a priori estimates, and so on.
We also remark that HARQ-IR is more energy-efficient than HARQ-CC from medium to high transmit powers, but HARQ-CC outperforms HARQ-IR for very low transmit powers, i.e., from −5 to 2 dBm.
We also remark that, for SNRs ranging from –20 to –5 dB the DWT algorithm slightly outperform the other methods (Figure 3c). Figure 3 Performance of the denoising methods in the case of data generated from two distinct sources.
We also remark that, in Wen and Wu [22], the decision variables x and z were assumed to be in (L^{infty}([0,T],mathbb{R}^{q}_)) and (L^{infty}([0,T],mathbb{R}^{p}_)), respectively.
We also remark that recently, in [55], Shukla and Rao defined another concept of a semi-slant submanifold of a quaternionic Kähler manifold by analogy with the definition of Papaghiuc, but that class of submanifolds, although generalizes slant submanifolds, does not contain real hypersurfaces as a subclass.
