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If all, then we recover the case of K-independent DMA mixture models (Fig. 1a).
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If, furthermore, ; for all then as.
In particular, if and, then, (b)if and for all, then converges to, (c)if for all, then is a Cauchy sequence in.
If, and then (A1) (A2) if for all then (A3) if on then . if for all then.
(a) ; (b) if for all, then ; (c) if on, then. . ; if for all, then ; if on, then.
If for all then (3.75).
If for all, then (1.2). for all.
If for all, then by (1.3), for.
If for all Then, and (3.39).
If for all, then is nonexpansive.
If for all, then by (1.3), for all.
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