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Dynamic and Static Correlates of Adolescent Physical Activity: A Latent Trajectory AnalysisCharvat, Jacqueline M. 07 March 2013 (has links)
No description available.
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Modeling Autocorrelation and Sample Weights in Panel Data: A Monte Carlo Simulation StudyAcharya, Parul 01 January 2015 (has links)
This dissertation investigates the interactive or joint influence of autocorrelative processes (autoregressive-AR, moving average-MA, and autoregressive moving average-ARMA) and sample weights present in a longitudinal panel data set. Specifically, to what extent are the sample estimates influenced when autocorrelation (which is usually present in a panel data having correlated observations and errors) and sample weights (complex sample design feature used in longitudinal data having multi-stage sampling design) are modeled versus when they are not modeled or either one of them is taken into account. The current study utilized a Monte Carlo simulation design to vary the type and magnitude of autocorrelative processes and sample weights as factors incorporated in growth or latent curve models to evaluate the effect on sample latent curve estimates (mean intercept, mean slope, intercept variance, slope variance, and intercept slope correlation). Various latent curve models with weights or without weights were specified with an autocorrelative process and then fitted to data sets having either the AR, MA or ARMA process. The relevance and practical importance of the simulation results were ascertained by testing the joint influence of autocorrelation and weights on the Early Childhood Longitudinal Study for Kindergartens (ECLS-K) data set which is a panel data set having complex sample design features. The results indicate that autocorrelative processes and weights interact with each other as sources of error to a statistically significant degree. Accounting for just the autocorrelative process without weights or utilizing weights while ignoring the autocorrelative process may lead to bias in the sample estimates particularly in large-scale datasets in which these two sources of error are inherently embedded. The mean intercept and mean slope of latent curve models without weights was consistently underestimated when fitted to data sets having AR, MA or ARMA process. On the other hand, the intercept variance, intercept slope, and intercept slope correlation were overestimated for latent curve models with weights. However, these three estimates were not accurate as the standard errors associated with them were high. In addition, fit indices, AR and MA estimates, parsimony of the model, behavior of sample latent curve estimates, and interaction effects between autocorrelative processes and sample weights should be assessed for all the models before a particular model is deemed as most appropriate. If the AR estimate is high and MA estimate is low for a LCAR model than the other models that are fitted to a data set having sample weights and the fit indices are in the acceptable cut-off range, then the data set has a higher likelihood of having an AR process between the observations. If the MA estimate is high and AR estimate is low for a LCMA model than the other models that are fitted to a data set having sample weights and the fit indices are in the acceptable cut-off range, then the data set has a higher likelihood of having an MA process between the observations. If both AR and MA estimates are high for a LCARMA model than the other models that are fitted to a data set having sample weights and the fit indices are in the acceptable cut-off range, then the data set has a higher likelihood of having an ARMA process between the observations. The results from the current study recommends that biases from both autocorrelation and sample weights needs to be simultaneously modeled to obtain accurate estimates. The type of autocorrelation (AR, MA or ARMA), magnitude of autocorrelation, and sample weights influences the behavior of estimates and all the three facets should be carefully considered to correctly interpret the estimates especially in the context of measuring growth or change in the variable(s) of interest over time in large-scale longitudinal panel data sets.
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Upplevelsen av smärta utifrån ett holistiskt perspektiv hos personer som befinner sig i palliativ vårdLindgren, Carina, Sundström, Inger January 2013 (has links)
<p>Validerat; 20130414 (global_studentproject_submitter)</p>
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Bringing Them Back: Using Latent Class Analysis to Re-Engage College Stop-OutsWest, Cassandra Lynn 08 1900 (has links)
Half of the students who begin college do not complete a degree or certificate. The odds of completing a degree are decreased if a student has a low socio-economic status (SES), is the first in a family to attend college (first-generation), attends multiple institutions, stops out multiple times, reduces credit loads over time, performs poorly in major-specific coursework, has competing family obligations, and experiences financial difficulties. Stopping out of college does not always indicate that a student is no longer interested in pursuing an education; it can be an indication of a barrier or several barriers faced. Institutions can benefit themselves and students by utilizing person-centered statistical methods to re-engage students they have lost, particularly those near the end of their degree plan. Using demographic, academic, and financial variables, this study applied latent class analysis (LCA) to explore subgroups of seniors who have stopped out of a public four-year Tier One research intuition before graduating with a four-year degree. The findings indicated a six-class model was the best fitting model. Similar to previous research, academic and financial variables were key determinants of the latent classes. This paper demonstrates how the results of an LCA can assist institutions in the decisions around intervention strategies and resource allocations.
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Criticism and robustification of latent Gaussian modelsCabral, Rafael 28 May 2023 (has links)
Latent Gaussian models (LGMs) are perhaps the most commonly used class of statistical models with broad applications in various fields, including biostatistics, econometrics, and spatial modeling. LGMs assume that a set of unobserved or latent variables follow a Gaussian distribution, commonly used to model spatial and temporal dependence in the data. The availability of computational tools, such as R-INLA, that permit fast and accurate estimation of LGMs has made their use widespread. Nevertheless, it is easy to find datasets that contain inherently non-Gaussian features, such as sudden jumps or spikes, that adversely affect the inferences and predictions made from an LGM. These datasets require more general latent non-Gaussian models (LnGMs) that can automatically handle these non-Gaussian features by assuming more flexible and robust non-Gaussian distributions on the latent variables. However, fast implementation and easy-to-use software are lacking, which prevents LnGMs from becoming widely applicable.
This dissertation aims to tackle these challenges and provide ready-to-use implementations for the R-INLA package. We view scientific learning as an iterative process involving model criticism followed by model improvement and robustification. Thus, the first step is to provide a framework that allows researchers to criticize and check the adequacy of an LGM without fitting the more expensive LnGM. We employ concepts from Bayesian sensitivity analysis to check the influence of the latent Gaussian assumption on the statistical answers and Bayesian predictive checking to check if the fitted LGM can predict important features in the data. In many applications, this procedure will suffice to justify using an LGM. For cases where this check fails, we provide fast and scalable implementations of LnGMs based on variational Bayes and Laplace approximations. The approximation leads to an LGM that downweights extreme events in the latent variables, reducing their impact and leading to more robust inferences. Each step, the first of LGM criticism and the second of LGM robustification, can be executed in R-INLA, requiring only the addition of a few lines of code. This results in a robust workflow that applied researchers can readily use.
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From the screen to raising steam - The many faces of political participation : A study on latent and manifest online political participation during the October uprising in Lebanon 2019Belcastro, Julia January 2023 (has links)
Many scholars have discussed the role and opportunities of social media in protests and uprisings. Often these studies highlight the potential of social media as an outlet for making your voice heard, calling for action and for reaching out to the outside world about ongoing events. Few investigate the less expressive, latent, forms of political participation and the dynamics with more active, manifest, participation. With the aim of increasing our understanding of the dynamics between latent online and manifest offline political participation, this paper examines possible shifts from the latent online to manifest offline participation, focusing on the October 2019 uprising in Lebanon. In this thesis I theorize that people are somewhat aware and interested in politics. Along with information flows and social network ties, latent online participation is expected to shift into manifest offline participation. It uses original survey data with a sample of 176 Lebanese students, which is analyzed through a series of regression models. The results show some support for the theorized correlation, with varied effects among the indicators for latent online engagement. This study does not allow us to make a definitive statement about this relationship; nevertheless, it does suggest that latent online engagement can shift into manifest offline political participation for at least one of the latent categories, to various extent. Furthermore, this thesis contributes to the field of political participation, social media studies as well as contributing to broadening the discussion on the conditions for democratization in the age of social networking.
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Determining Common Patterns of Gastrointestinal Health in Emerging Adults: A Latent Class Analysis ApproachVivier, Helize 01 January 2019 (has links)
Emerging adulthood is often-overlooked in current gastrointestinal (GI) health research; however, epidemiological evidence suggests that GI disorders are increasing in this population. The purpose of this study was to first define common GI symptom subgroups within emerging adults and then to characterize these group differences with key biopsychosocial factors encompassing diet, depression and anxiety symptoms, as well as physical and social functioning related to quality of life. A total of 956 emerging adults from a southeastern US university were surveyed on GI symptoms, psychosocial factors, and demographics. Latent class analysis uncovered three statistically significant GI symptom patterns within the sample identified by the degree of severity: Normal (n=649), Mild (n=257), and Moderate (n=50). This study demonstrated that significant impairment in GI functioning emerges at much earlier ages that are commonly assumed. In addition, these GI symptom levels were associated with important biopsychosocial factors. Assessing GI functioning in emerging adults may provide important insights into understanding the development of FGIDs.
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A Comprehensive Method for Using Exploratory Analysis for Latent Curve AnalysisMcManus, John T. 04 April 2012 (has links)
No description available.
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OPTIMISM/PESSIMISM AS A MEDIATOR OF SOCIAL STRUCTURAL DISPARITIES EFFECTS ON PHYSICAL HEALTH AND PSYCHOLOGICAL WELL-BEING: A LONGITUDINAL STUDY OF HOSPITALIZED ELDERSBurant, Christopher J. 13 June 2006 (has links)
No description available.
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Post-traumatic Growth and Resilience in Palestinian Youth: A Latent Profile AnalysisHamilton, Lindsay 26 April 2018 (has links)
No description available.
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