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In [7] Di Bari and Vetro obtain results on points of coincidence and common fixed points in nonnormal cone metric spaces.
In [5], Di Bari and Vetro obtained results on points of coincidence and common fixed points in non-normal cone metric spaces.
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Furthermore, relying on the transfinite ordinals, Cantor was able to prove the Cantor-Bendixson theorem, rounding out the results on point sets that he had been elaborating during these crucial years.
Experiment results on public data Pointing'04, and the results are binary images Table 1 Estimation results on Pointing'04 Features MSE (SVR) CVA (SVM) % HOG 3.13 85.88 Gabor 3.32 25.92 PC 3.24 86.88 EWGP 0.93 96.79 List best result of head-pose estimation of MSE and CVA.
A very recent concept is the L1-medial skeleton (Huang et al., 2013), which shows promising results on point clouds of plants.
Using results on point processes and some simplifying assumptions, we can prove that sMPAS has non-negative expectation if G i is not informative about the between-class difference (not shown here).
We prove a result on points of coincidence and common fixed points for three self-mappings satisfying generalized contractive type conditions in cone metric spaces.
First, we establish the result on points of coincidence and common fixed points for three self-mappings and then show that this result generalizes some of recent results of fixed point.
Following Popa's approach, many results on fixed point, common fixed points, and coincidence points have been obtained, in various ambient spaces (see [3 8], and references therein).
We also extend and unify well-known results on fixed points and common fixed points of best approximation for R-subcommutative maps.
Following Popa's approach, many results on fixed point, common fixed point and coincidence point has been obtained, in various ambient spaces, see [16 25] and references therein.
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