Sentence examples for proportion column from inspiring English sources

The hierarchy of use for the three most common spectra is maintained within each type of cellulitis with two exceptions (Cellulitis Gangrene and Cellulitis Only), in both of which the deviation reflects a difference less than two percentage points in the Observed Proportion column.

Proportions are column proportions (of those with and without COPD) P-values from the likelihood ratio chi-square test *Mother smoked during pregnancy †First and second quartile were both zero, so they were combined into one group.

Proportions are column proportions (of those with and without COPD) P-values from unpaired t-test (age) and likelihood ratio chi-square test The prevalence of previous prenatal ETS exposure was higher among adults with COPD than those without the condition (8.3% vs. 5.6%, p = 0.051) (Table 2).

The estimated standard error (SE) of the estimated area proportion (the column total) of each land use class is estimated as (Cochran 1977): SEleft( {pj} right) = sqrt {mathop sum limits_{i = 1}^{n} wi^{2} frac{{frac{nij}{ni.}(1 - frac{nij}{ni.})}}{ni.

aValue in parenthesis is the proportion of the column exit total represented by a particular cause of exit.

Two-sided tests of equality for column proportions (z-tests for column proportions or t-tests for column means) were conducted to assess differences by outcome group.

aValues were significantly different at p < .05 in the two-sided test of equality for column proportions (z-tests for column proportions or t-tests for column means).

If independency could not be proven, the two-proportion z-test to compare two or more column proportions including the Bonferroni method for multiple testing was used to determine which particular categories were not independent.

We varied the size of the matrices up to 4.000 rows and 400 columns, maintaining the proportion between rows and columns commonly observed in gene expression data.

Superscripts a and b denote the results of the z-test, which compares the column proportions.

The same observation holds for the 1-percent proportion of users (columns 10 12).