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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).
The likelihood for the ith individual can be written as (8) L i (O i 1, ⋯, O j J ) = Pr (O i 1 ) ∏ j = 2 J Pr (O i j | H i j ), where H ij = {(O i 1, ⋯, O i (j -1))} is the history for individual i at examination j.
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 = ∅.
where O i′ is the transpose of O i.
Set Element Label: O i.
where B i and O i are defined following (16).
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The answer is spelled O-I-L.
O-I purchased European glass packager BSN Glasspack in 2004.
Or, as the drug companies call it, "O-I-C".
Presto, change-o — I skateboard!
"No-o-o-o!" I wailed.
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CEO of Professional Science Editing for Scientists @ prosciediting.com