Adjusted ORs (95 % CIs) from
logistic regression analyses of depression prevalence according to quintiles of energy partition — adjusted GI and glycemic load1
Adjusted ORs (95 % CIs) from
logistic regression analyses of depression incidence according to quintiles of specific measures of energy partition — adjusted carbohydrate consumption1
Adjusted ORs (95 % CIs) from
logistic regression analyses of depression incidence according to quintiles of energy partition — adjusted GI and glycemic load1
I have used these numbers as part of
a logistic regression analysis of the positions of Conservative MPs on Brexit in order to try to explain why they have chosen their stance on the referendum.
In addition, to assess whether there was an independent study effect on pregnancy rates by time period of recruitment into the study (before and after December 31, 2001), we included a time period variable in the multiple
logistic regression analysis of the full study sample and found no effect.
Not exact matches
Our
logistic regression analysis with NHIS data suggests that diabetes is associated with a 2.4 percentage point increase in the likelihood
of leaving the workforce for disability.
Logistic regression analysis was used to calculate the OR
of not meeting a specified nutrient reference values for Australia and New Zealand per unit in % EAS or % ETS.
• In another Australian study, in multivariate
logistic regression analyses «feeling close to the unborn baby» and a «high level
of knowledge about the effects
of passive smoking on baby» were associated with early quit attempts by fathers Moffatt & Stanton (2005).
Second, the associations between duration
of breastfeeding and upper and lower respiratory and gastrointestinal tract infections in infants aged 6 and 12 months were analyzed by using multiple
logistic regression analysis.
A
logistic regression analysis was conducted to adjust for the effects
of variables identified through the bivariate
analysis to be associated with either type
of feeding or the presence
of infection or sepsis / meningitis.
It is an observational study involving secondary
analysis of maternity records, using binary
logistic regression modelling.
Kaplan - Meier and Cox proportional hazards survival
analyses were used in unadjusted and adjusted
analyses of the effect
of pacifier use on breastfeeding duration.19
Logistic regression modeling was used to evaluate the effect
of pacifier timing on breastfeeding duration.20 Significance levels were not adjusted for multiple comparisons.
The above classification
of MPs then formed the basis
of the ordinal
logistic regression analyses [5] used to determine common traits among the out camp.
«Machine learning offers new way
of designing chiral crystals:
Logistic regression analysis model predicts ideal chiral crystal.»
Bioinformatic approaches to the
analysis of genetic variability and complex genotype - phenotype relationships will moreover include gene sequence and database
analyses, measures
of association
of haplotypes / genotypes with phenotype, clustering procedures, neuronal networks, fuzzy and other techniques in pattern recognition, similarity measures for discrete patterns (e.g., gene sequences, structures, functions),
logistic regression methods, and a spectrum
of other techniques.
As described in the main text, ordered
logistic regression analyses were carried out for each brain region in which social network distances were modeled as a function
of local neural response similarities and dyadic dissimilarities in control variables (gender, ethnicity, nationality, age, and handedness).
To gain insight into what brain regions may be driving the relationship between social distance and overall neural similarity, we performed ordered
logistic regression analyses analogous to those described above independently for each
of the 80 ROIs, again using cluster - robust standard errors to account for dyadic dependencies in the data.
A 2 - step
logistic regression analysis was used to control for the method
of culture in which the independent significance
of RFLP type was assessed with regard to blood culture positivity.
Andrews, P. L., Loftsgaarden, D. O. & Bradshaw, L. S. Evaluation
of fire danger rating indexes using
logistic regression and percentile
analysis.
In multivariate
analysis, stepwise
logistic regression analysis demonstrated that FAB (odds ratio [OR] = 0.79, 95 % confidence interval [CI] = 0.66 — 0.94) and the use
of CCB (OR = 2.72, 95 % CI = 1.09 — 6.77) were significantly associated with UI at 1 year.
A multivariable
logistic regression analysis was conducted to evaluate factors independently associated with the prescription
of other psychotropic drug classes among patients already using antipsychotics.
Logistic regression analysis revealed that the presence
of IgM to CMV proteins was not associated with a specific subject group but was associated with age (P less than.0001), gender (P less than.005), and IgG titer (P less than.03).
Odds ratios (ORs) and 95 % CIs
of the likelihood
of elevated C - reactive protein concentrations (> 3.0 mg / L) from
logistic regression using cross-sectional
analyses in the Seasonal Variation
of Blood Cholesterol Study, Worcester, MA (1994 — 1998)
Of other indexes of exposure, working in the quality - control room at the plant was significantly associated with airway obstruction in a logistic - regression analysis, after adjustment for age and smoking status: five of six persons were affected (odds ratio for the comparison with all the other workers, 41.7; 95 percent confidence interval, 3.5 to 494
Of other indexes
of exposure, working in the quality - control room at the plant was significantly associated with airway obstruction in a logistic - regression analysis, after adjustment for age and smoking status: five of six persons were affected (odds ratio for the comparison with all the other workers, 41.7; 95 percent confidence interval, 3.5 to 494
of exposure, working in the quality - control room at the plant was significantly associated with airway obstruction in a
logistic -
regression analysis, after adjustment for age and smoking status: five
of six persons were affected (odds ratio for the comparison with all the other workers, 41.7; 95 percent confidence interval, 3.5 to 494
of six persons were affected (odds ratio for the comparison with all the other workers, 41.7; 95 percent confidence interval, 3.5 to 494).
In February
of 2011, CUNY's Office
of Institutional Research and Assessment, headed by University Dean David Crook, released critical data (obtained by Director
of Policy
Analysis Colin Chellman using linear probability models and
logistic regression) demonstrating that, all else being equal (i.e., taking into account all measurable demographic and performance characteristics), CUNY's transfer students were at a disadvantage in terms
of graduation compared to native students.
Specific statistical areas
of expertise include factor and cluster
analysis, basic bivariate
analyses, repeated measures
analyses, linear and hierarchical / mixed models, structural equation modeling, and nonparametric
analyses including
logistic regression techniques.
Table 5 provides an overview
of the results
of logistic regression analyses predicting attrition through Year 2
of the intervention.
To probe these findings further, we conducted a set
of logistic regression analyses using teacher retention through Year 2 as our binary outcome.
I also taught myself a fair bit
of statistics along the way including
logistic regressions and discriminant
analysis in order to backtest different models for identifying outperformers, dividend growth / cuts etc..
For this reason they ran a series
of complex statistical
analyses which are called
logistic regressions, to tease apart the variables.
Performed advanced statistical
analysis (univariate and multivariate
analysis of variance, cluster and path
analysis, principle component and factor
analysis,
analysis of covariance, survival & longitudinal
analysis,
logistic and linear
regression modeling), created customized reports and presentation quality data summary tables and figures.
Multiple
logistic regression analysis was used to estimate the odds
of pregnancy during the study by treatment arm (odds ratios [ORs] are presented with 95 % confidence intervals).
aChild Behavior Checklist for 4 - 18 years; bChildren who are currently visiting their father who used to perpetrate intimate partner violence and already separated from their mothers; cInternalizing problems = Withdrawn + Somatic complaints + Anxious / depressed; dExternalizing problems = Delinquent behavior + Aggressive behavior; Total problems = the sum
of the scores
of all the nine subscales
of the CBCL; eAdjusted odds ratios calculated by multivariable
logistic regression analysis; fThe dependent variable: 0 = non - clinical, 1 = clinical; gp values calculated by multivariable
logistic regression analysis; hStandardized
regression coefficients calculated by multivariable
regression analysis; ip values calculated by multivariable
regression analysis; jVariance Inflation Factor; k0 = non-visiting, 1 = visiting; lThe score
of the subscale (anxiety)
of the Hospital Anxiety and Depression Scale; mThe score
of the subscale (depression)
of the Hospital Anxiety and Depression Scale; nThe number
of years the child lived with the father in the past; oAdjusted R2 calculated by multivariable
regression analysis.
Baseline differences among conditions were tested using
analyses of variance and
logistic regression.
Multiple
logistic regression analyses were used to determine the association between panic attacks during adolescence in 1983 and the risk
of personality disorders during young adulthood in 1993, adjusting for differences in sociodemographic characteristics, adolescent personality disorders, and co-morbid depressive and substance use disorders.
Associations between each
of the baseline residential - environmental factors and five year survival were examined by multiple
logistic regression analysis.
Analyses used an
analysis of covariance (continuous measure) or
logistic regression (categorical measure) with the posttreatment measure as a covariate.
Topics Include Exploratory Data
Analysis, Multiple
Regression,
Logistic Regression, Correlation, Multivariate
Analysis Of Variance (manova), Factorial
Analysis Of Variance (anova), Factor
Analysis And Principal Components, Discriminant
Analysis, Structural Equation Modeling, And Emerging Data
Analysis Techniques.
Logistic regression analyses were conducted to estimate the effect
of maternal IPV on asthma diagnosed by age 36 months while adjusting for potential confounders (child's sex, age, race / ethnicity, low birth weight, maternal education, economic hardship, and tobacco exposure).
We will compare the proportion
of patients meeting guidelines for gestational weight gain and for weight retention at 1 year postpartum between the two groups using
logistic regression analyses.
Multivariate
logistic regression analyses * assessing impact
of unawareness
of the health consequences
of tobacco use on attitudes and behaviour towards tobacco control programmes among school personnel from 29 African countries, 2006 — 2011 (n = 17 929)
In the
logistic regression analysis (Table 2), all at least marginally significant social and family obesity variables (ie, age
of index patient, presence versus absence
of obese siblings, and maternal obesity) were introduced first to control for their influences.
The study involved administering all 3 sets
of scales to a general population sample who were then interviewed by clinical interviewers blinded to screening scales scores and classified as having or not having SMI based on 12 - month prevalences
of DSM - IV disorders, as assessed by the Structured Clinical Interview (SCID) for DSM - IV16 and scores on the GAF.1
Logistic regression analyses were then carried out to estimate the strength
of associations between the screening scales and SMI using linear and nonlinear prediction equations that assumed either additive or multiplicative associations among the different screening scales.
The adjusted odds ratios and 95 % confidence intervals reported for these
logistic regression analyses represent the increased likelihood
of the outcome
of interest, compared with having experienced no adversities.
Similar to the ACE Study
analyses, for each outcome variable, a binary
logistic regression was applied to test the relationship
of the adversity index score (0, 1, 2, 3, or ≥ 4) to the outcome, after entering the control variables (child's sex, child's race / ethnicity, caregiver's marital status, and family income).
Logistic regression analyses associating family exposures
of anxiety and depression symptoms in adolescence with receipt
of medical benefits from age 20 to 29, imputed data
Further
logistic regression analyses indicated that the effect
of family type on health outcomes was, in most cases, significant after controlling for the 3 social class indicators and child sex.
For each outcome, the first row presents the percent
of affected children in each family type; this is complemented in the second row with the OR from
logistic regression analysis using children living with 2 biological parents as the index (control) group.
Multiple mediation
analyses utilising linear and
logistic regression models as appropriate were used to further investigate the extent to which the association between sports club membership and each
of the three SES indicators was mediated by the three potential mediators.
The effects
of relationship dissatisfaction, life events, emotional distress, and demographic variables on the risk
of relationship dissolution were examined using
logistic regression analyses.