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For linear equations, he established asymptotic representations of solutions [5], [68] and solved the Bernatskii problem on the dimension of the space of solutions vanishing at infinity [53].
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The level values on a 0 1 scale, reflecting the goodness of the levels relative to no problems on the dimension (= 1) and to being dead (= 0), and the importance weights summing up to unity, have been elicited from representative population samples.
The well-known kernel trick turns the primal problem that depends on the dimension of the space of ϕ(X), which is high or even infinite, to a dual problem that only depends on the sample size.
We solve the problem by induction on the dimension n.
Although most discussion of the missing heritability problem has focused on the dimension of rare versus common variants, many other possible sources of missing heritability have been mooted.
Each dimension has 3 answers to choose from, which can be generally classified as no problems, moderate problems, or significant problems on the specific dimension [ 12].
Increasing age was associated with fewer problems with mood (OR = 0.54 per 10 years, p < 0.001); whilst patients with a major comorbidity were more likely to report problems on the mood dimension (OR = 3.6, p = 0.007).
Patients that performed both activities without help from others were classified as having no problems on this dimension.
Anxiety/depression was also significantly affected, with 53% of women reporting some or severe problems on that dimension (from 43% in UK to 62% in Italy), compared to below 20% in the general population.
Percentages and 95%% confidence intervals of patients with some or severe problems on the respective dimensions of the EQ-5D over time are given in a table.
In both period 1 and 2, patients reported fewer problems on the EQ dimensions 'pain/discomfort' and 'anxiety/depression' but more problems with 'mobility'self-careand'usual'usuactivitiesies' at 3 and 6 months following surgery.
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