Exact(9)
Thirdly, we calculate the distance (( {d}_{O_j-{O}_i} )) between O j and O i (O i ∈ Ω OADM − selected − O j ), then we also find the minimum distance and connect O j to O i.
Cosine distance between two observations O i and O j is given by (8) D (O i, O j ) = 1 - O i. O j | O i | | O j | Peterson distance between two observations O i and O j is given by (9) D (O i, O j ) = 1 - cov (O i, O j ) S O i S O j In the context of our work the observations are conditional probability vectors as in Equation (4).
w− ij ∈ [0, 1], which reflect the degree of linking of a pair of data points O i, O j, 1 ≤ i < j ≤ N. The task is to integrate these constraints meaningfully and consistently into the EM routine.
The sampled output voltage and current u o, i o can be transferred into two groups of quadrature signals u α, u β and i α, i β through SOGI system.
For any object (i in I), denote by (o(i):o rightarrow i) the unique map.
A replica o j is richer than a replica o i ( o i → o j ) iff o i.c → o j.c and o i. q k → o j. q k for every QoS parameter q k.
Similar(51)
Then, P i and P j are independent if they satisfy (1) I j ∩ O i = ∅, (2) I i ∩ O j = ∅, and (3) O i ∩ O j = ∅.
h is viewpoint-invariant when the following equation is satisfied: | S | = β, where S = { O i ′ ∈ O ′ | S s ( h, h i ) ≥ 0.3 }. (11).
H is viewpoint-invariant when the following equation is satisfied: | C | = α, where C = { O i ′ ∈ O ′ | S c ( H, H i ) ≤ 0.7 }. (10).
g is viewpoint-invariant when the following equation is satisfied: | G | = γ, where G = { O i ′ ∈ O ′ | O i ′ ∈ A t } (12).
Then, the Nash-Sutcliffe efficiency (E) between O and P was calculated as follows: E = 1 - ∑ i = 1 n O i - P i 2 ∑ i = 1 n O i - O m 2 (1).
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