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Exact(9)
Since {t n }n≥1is a Cauchy sequence in the complete metric space (L1[0, 1], d), it will be convergent to some t ∈ L1[0, 1].
Supposing the estimation error is δ, η SE will be convergent when τ (k),{a n,l } k), and {ω n,l }(k) are all convergent.
After several iterations, the results will be convergent and the accurate marginal function will be produced, especially when the factor graph is cycle-free.
Forbes: Some people argue that print and Web should head down divergent paths, but it sounds like you're suggesting the opposite that print and Web will be convergent and closely linked in the coming years.
Similar to detection curves in Fig. 5, the performance of MSE also becomes better with more SU_Rs and they will be convergent to the same value with increasing of SNR.
By virtue of the double inequality min ( a, b ) ≤ m ( a, b ) ≤ max ( a, b ), which is valid for every mean m, the infinite product ∏ n = 1 ∞ m ( a t n, b t n ) will be convergent provided that the sequence ( t n ) has a constant sign and the series ∑ n = 1 ∞ t n is convergent.
Similar(51)
b) If doesn't exist xm, such that the xmax and xm are ITS, the group will not be convergent, the xmax will be the pseudo peak value of the group, as Fig. 4 (b) and Fig. 4 (c).
The positions of the poles will define a great circle, and one of its poles will be the convergent point for the moving group.
PL: Some bots are gonna be convergent and some are gonna be divergent.
A sequence ( m n ) n of means will be called point-wise convergent (in short, p-convergent) if, for all a, b > 0, the real sequence ( m n ( a, b ) ) n converges.
A sequence ( m k ) k of means will be called point-wise convergent (in short p-convergent) if, for all a, b > 0, the real sequence ( m k ( a, b ) ) k converges.
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