109 items found

Tags: logistic

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  • dataset

    Exp(ß)-1 values for logistic regressions (JIF range 1.78–2.47).

    (See Figure 5 for explanation of analysis and interpretation.) In this next-to-highest JIF range, OA has its effect only in the top range (lo/hi).
  • dataset

    r37980778c78--c683c13503a480d8a4a2c762858cb1ce

    Definition of abbreviations: OR  =  odds ratio; CI  =  confidence interval; BMI  =  body mass index; SI  =  smoking index; AI  =  alcohol index; h-TG  =  hypertriglycemia; HU  =...
  • dataset

    Determinants of catastrophic health expenditure: a logistic regression model.

    Note: MIUE – Medical Insurance for Urban Employees; MIUR – Medical Insurance for Urban Residents; NCMS – New Cooperative Medical Scheme for Rural Residents.
  • dataset

    Coefficients and standard errors for a mixed-effects logistic regression mode...

    Independent variables included snow water equivalent, missed opportunity costs of foraging in that meadow and not elsewhere in the landscape (), index of wolf presence (absence...
  • dataset

    Exp(ß)-1 values for logistic regressions (JIF 2.47–29.96).

    (See Figure 5 for explanation of analysis and interpretation.) In this, the highest JIF range, article age again increases citations in all ranges, whereas OA again has its...
  • dataset

    r37980778c78--ef64d4214d68e6e7513783c18547352a

    The coefficient, odds ratio (OR), standard error, z-value, and p-value for each regressor are shown below. Education was the strongest predictor of mobile phone ownership,...
  • dataset

    Risk factors for anemia (Hb<12.0 g/dL) among women of reproductive age Timor-...

    Risk factors for anemia (Hb<12.0 g/dL) among women of reproductive age Timor-Leste from logistic regression models.
  • dataset

    Original decision matrix R<sub>2</sub>.

    Original decision matrix R2.
  • dataset

    Determinants of use of care, adjusted for gender and wave, and additionally f...

    Bold = p<. 05. measurement of need at preceding wave was used as predictor for use in next wave, e.g. CBCL at T1 was used as predictor of use at T2, etc.
  • dataset

    Results of univariate binary logistic regression analysis for bacterial infec...

    B: regression coefficient; OR: odds ratio; CI: confidence interval; Std. OR: odds ratio standardized for standard deviation for continuous predictors (eB*SD). Total patients n =...
  • dataset

    Estimates of helmet wearing effect (Yes vs. No) in multiple logistic regressi...

    *There were only two passing events less than 0.5 m. In each case, Walker did not wear a helmet.+There were only 13 overtaking events less than 0.75 m. Close passing events...
  • dataset

    Results of multiple logistic regressions examining demographic and attitudina...

    Demographic items were excluded from this table if none was statistically significant. Except age, all variables were entered into the models as categorical variables. CI:...
  • dataset

    Results of multivariable logistic regression analyses for predictors of unemp...

    aAverage country-level agreeing with the statement: “People with psychological or emotional health problems constitute a danger to others”.bAverage country-level agreeing with...
  • dataset

    r37980778c78--63598ded61e4361fc1a7f577c9232734

    Coefficients are logits; standard errors in parentheses; bold indicates that coefficients are statistically significant at the 95% level of confidence, or below.
  • dataset

    r37980778c78--9ab2ea1ec26c5f7cea2cb0cd2169f45f

    N = 4,916. * = p<.05. ** = p<.01. *** = p<.001.
  • dataset

    Binary logistic regression.

    Dependent variable is fetus with exomphalos. Binary logistic regression.
  • dataset

    Multinomial Logistic Regression Analysis Predicting Class Membership for the ...

    Note: PTSD  =  Posttraumatic Stress Disorder.
  • dataset

    r37980778c78--8baa09a9334c92b848587b626736a6fa

    Original decision matrix R3.
  • dataset

    Weighted percentages, adjusted odds-ratios (aOR) and 95% confidence intervals...

    Pearson’s chi-square test for percentages, Wald test for odds-ratios : *** p<0.001 ; ** p<0.01 ; * p<0.05