Multiple
regression analysis models with dummy variables assessed the effects of IPPE, MSPSS, TAS - 20, Social Sharing, and Mental Rumination on GDS across the subgroups of participants.
«Machine learning offers new way of designing chiral crystals: Logistic
regression analysis model predicts ideal chiral crystal.»
Not exact matches
Customize your risk
analysis using tailor - made factor
models, risk budgeting, multi-factor
regression and user - defined stress tests to create a comprehensive, easy - to - interpret report that breaks down your portfolio's risk and return components.
To assess the robustness of the results of our
regression analysis, we performed covariate adjustment with derived propensity scores to calculate the absolute risk difference (details are provided in the Supplementary Appendix, available with the full text of this article at NEJM.org).14, 15 To calculate the adjusted absolute risk difference, we used predictive margins and G - computation (i.e.,
regression -
model — based outcome prediction in both exposure settings: planned in - hospital and planned out - of - hospital birth).16, 17 Finally, we conducted post hoc
analyses to assess associations between planned out - of - hospital birth and outcomes (cesarean delivery and a composite of perinatal morbidity and mortality), which were stratified according to parity, maternal age, maternal education, and risk level.
A confounding variable was defined for
analysis as one for which there was at least a 5 % difference in the
regression coefficient estimates for type of feeding in
regression models with and without the potential confounding variable.
The
analysis was carried out using a logistic binary
regression model, with PPH as the outcome variable and built using manual forward selection (with p < 0.05 as the cut - off).
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.
We
modeled the association between early breastfeeding experiences and postpartum depression as a complete case
analysis using logistic
regression in SAS 9.1.
In the
analysis, we considered multiple covariates that may confound the association between early breastfeeding experience and postpartum depression based on the published literature and included these covariates in our multivariable logistic
regression models.
After examining the unadjusted, bivariate associations with delayed OL, we used logistic
regression analysis to estimate the adjusted odds ratio (OR) and 95 % CI in multiple variable
models.
The research applied Multivariate
Regression Analysis combined with a Logit
Model to the real data to identify statistically significant factors that have influenced voting preference simultaneously as well as the odds ratio in favour of Leave.
Burton and Dickey then developed logistic
regression and random forest
models using the ArmChair
Analysis play - by - play data seasons to predict future play types.
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).
Population structure was evaluated by principal component
analysis to infer continuous axes of genetic variation, and single linear
regression models were applied.
They used a statistical
analysis known as mixed
model regression to analyze the results.
Next, to determine whether risk of non-affective psychotic disorder in refugees relative to migrants differed by region of origin, we fitted a Cox
regression model to a subset of the cohort, excluding the Swedish - born group who did not contribute information to these
analyses.
By longitudinal mixed -
model regression analysis, bone mineral density increased 0.26 % per 1 mg of isoflavone intake per year.
Tests for trend with the use of simple linear
regression analysis were performed by
modeling the median values of each fiber category as a continuous variable.
The relationship between an athlete personal best in competition and back squat, bench press and power clean 1RM was determined via general linear
model polynomial contrast
analysis and
regression for a group of 53 collegiate elite level throwers (24 males and 29 females); data
analysis showed significant linear and quadratic trends for distance and 1RM power clean for both male (linear: p ≤ 0.001, quadratic: p ≤ 0.003) and female (linear: p ≤ 0.001, quadratic: p = 0.001) suggesting how the use of Olympic - style weightlifting movements — the clean, in this particular case, but more in general explosive, fast, athletic - like movements — can be a much better alternative for sport - specific testing for shot putters (Judge, et al, 2013).
The
analyses were first conducted in each cohort separately, and because no appreciable difference was detected by cohort (eTable 1 in the Supplement), we then conducted the pooled
analysis using the sex - stratified Cox proportional hazards
regression model in the combined data set.
In this course, students will learn how to use a set of quantitative methods referred to as the general linear
model —
regression, correlation,
analysis of variance, and
analysis of covariance — to address these and other questions that arise in educational, psychological, and social research.
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.
To be sure, statewide
analyses can provide accurate estimates of the impact of school resources — but only if the analyst includes within the statistical
model all the factors that affect student performance and, in the standard linear
regression model generally favored by RAND, if these factors have a constant, additive effect on student achievement.
Analyses reported below include a series of correlations and
regressions followed by a path
model.
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.
Inter-correlations among the intersections between teacher and student outcome variables were also subjected to factor
analysis achieved through step-wise
regression modeling techniques to determine the most potent predictors of student arts and academic learning outcomes.
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..
The second half of Henning's hybrid
model involves using fundamental variables that have performed well as indicators of future price growth, based on Henning's own multiple
regression analysis.
You can also run market
model regression for beta
analysis based on selected assets or imported benchmarks.
This online Fama - French factor
regression analysis tool supports
regression analysis for individual assets or a portfolio of assets using the capital asset pricing
model (CAPM), Fama - French three - factor
model, the Carhart four - factor
model, or the new Fama - French five - factor
model.
Factor
Regression» Market
Model Regression» Principal Component
Analysis» Match Factor Exposures» Fund Factor
Regressions» Fund Performance Attribution» Factor Statistics»
Regression analysis is a fine tool for many things, but it's of limited value to determine a relevant value of ESS, compared to GCM
models.
Test of the Hasselmann
model through a
regression analysis, where the coloured curves are the best - fit
modelled values for Q based on the Hasselmann
model and global mean temperatures (PDF).
46 — of course one must always be careful, whether
modeling or doing
regression analysis.
MKL present a flawed SST — intensity
regression analysis comparing correlations of real - world intensities versus SST with idealized
model correlations where no synoptic weather variability is present.
sea ice, arctic, antarctic, climate change, global warming, general linear
model, dummy variable,
regression, deseasonalized trend, trend
analysis
The most likely ECS value according to this
analysis is 4.0 K — shifted upward relative to the
regression estimate, toward the values in the cluster of
models (around numbers 25 and 26) with relatively high ECS that are consistent with the observations.
However, when a validation was performed on a similar
analysis for which the
regression model was calibrated with a subset of the data, and the remaining data were used for validation, it became apparent that
models based on the factors that McKitrick & Michaels used had no skill (i.e. were not able to reproduce the independent data).
All statistical
analyses and graphics were completed using the statistical software SigmaPlot 11 (Systat software Inc, San Jose, CA), except for
regression model fitting which was performed using Matlab 2013 (Mathworks, Natick, MA).
Further quantitative
analyses of species environment relationships suggested the use of linear
regression models.
The obvious thing to do is to use
regression analysis to calibrate the climate
models forecasts.
A fairer comparsion would involve also adjusting the observations to account for the effects of internal variablity (e.g. by
regression analysis to remove the effects of ENSO and volcanic forcings which the
models do not include).
«A strong warming and severe drought predicted on the basis of the ensemble mean of the CMIP climate
models simulations is supported by our
regression analysis only in a very unlikely case of the continually increasing AMO at a rate similar to its 1970 — 2010 increase» 7
The solid black line is the global annual mean and the solid red line is the five - year lowess smooth, i.e. a non-parametric
regression analysis that relies on a k - nearest - neighbor
model.
Courses included Statistical
modeling, Spreadsheet
modeling, Reliability theory, Probability
models, Decision
Analysis,
Regression Analysis
Determined appropriate multiple linear
regression model areas from
analysis of surface hydrography, topography, and the location of monitoring wells
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.
Executed inferential statistical
analysis through constructing
regression models such as multivariate linear
Tags for this Online Resume: SPSS, SAS, MPlus, Design,
Analysis, Evaluation, Research, Psychology, Quantitative, Qualitative, Statistics, Measurement, Reports, Publication, PhD, Implementation,
Modeling,
Regression, Decision Making, Intelligence, Assessment, Monitoring, Operations Research, Sampling, Policy, Survey, Analytics, Reliability, Psychometrics, Government, Technical, Mixed - Methods