Experimental and Quasi-Experimental Designs for Generalized Causal
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Internal Validity Is About Causal Interpretability
Internal Validity is about Causal Interpretability Before we can discuss Internal Validity, we have to discuss different types of Internal Validity variables and review causal RH:s and the evidence needed to support them… Every behavior/measure used in a research study is either a ... Constant -- all the participants in the study have the same value on that behavior/measure or a ... • Measured & Manipulated Variables & Constants Variable -- when at least some of the participants in the study • Causes, Effects, Controls & Confounds have different values on that behavior/measure • Components of Internal Validity • “Creating” initial equivalence and every behavior/measure is either … • “Maintaining” ongoing equivalence Measured -- the value of that behavior/measure is obtained by • Interrelationships between Internal Validity & External Validity observation or self-report of the participant (often called “subject constant/variable”) or it is … Manipulated -- the value of that behavior/measure is controlled, delivered, determined, etc., by the researcher (often called “procedural constant/variable”) So, every behavior/measure in any study is one of four types…. constant variable measured measured (subject) measured (subject) constant variable manipulated manipulated manipulated (procedural) constant (procedural) variable Identify each of the following (as one of the four above, duh!)… • Participants reported practicing between 3 and 10 times • All participants were given the same set of words to memorize • Each participant reported they were a Psyc major • Each participant was given either the “homicide” or the “self- defense” vignette to read From before... Circle the manipulated/causal & underline measured/effect variable in each • Causal RH: -- differences in the amount or kind of one behavior cause/produce/create/change/etc. -
811D Ecollomic Statistics Adrllillistra!Tioll
811d Ecollomic Statistics Adrllillistra!tioll BUREAU THE CENSUS • I n i • I Charles G. Langham Issued 1973 U.S. D OF COM ERCE Frederick B. Dent. Secretary Social Economic Statistics Edward D. Administrator BU OF THE CENSUS Vincent P. Barabba, Acting Director Vincent Director Associate Director for Economic Associate Director for Statistical Standards and 11/1",1"\"/1,, DATA USER SERVICES OFFICE Robert B. Chief ACKNOWLEDGMENTS This report was in the Data User Services Office Charles G. direction of Chief, Review and many persons the Bureau. Library of Congress Card No.: 13-600143 SUGGESTED CiTATION U.S. Bureau of the Census. The Economic Censuses of the United by Charles G. longham. Working Paper D.C., U.S. Government Printing Office, 1B13 For sale by Publication Oistribution Section. Social and Economic Statistics Administration, Washington, D.C. 20233. Price 50 cents. N Page Economic Censuses in the 19th Century . 1 The First "Economic Censuses" . 1 Economic Censuses Discontinued, Resumed, and Augmented . 1 Improvements in the 1850 Census . 2 The "Kennedy Report" and the Civil War . • . 3 Economic Censuses and the Industrial Revolution. 4 Economic Censuses Adjust to the Times: The Censuses of 1880, 1890, and 1900 .........................•.. , . 4 Economic Censuses in the 20th Century . 8 Enumerations on Specialized Economic Topics, 1902 to 1937 . 8 Censuses of Manufacturing and Mineral Industries, 1905 to 1920. 8 Wartime Data Needs and Biennial Censuses of Manufactures. 9 Economic Censuses and the Great Depression. 10 The War and Postwar Developments: Economic Censuses Discontinued, Resumed, and Rescheduled. 13 The 1954 Budget Crisis. 15 Postwar Developments in Economic Census Taking: The Computer, and" Administrative Records" . -
Validity and Reliability of the Questionnaire for Compliance with Standard Precaution for Nurses
View metadata, citation and similar papers at core.ac.uk brought to you by CORE provided by Cadernos Espinosanos (E-Journal) Rev Saúde Pública 2015;49:87 Original Articles DOI:10.1590/S0034-8910.2015049005975 Marília Duarte ValimI Validity and reliability of the Maria Helena Palucci MarzialeII Miyeko HayashidaII Questionnaire for Compliance Fernanda Ludmilla Rossi RochaIII with Standard Precaution Jair Lício Ferreira SantosIV ABSTRACT OBJECTIVE: To evaluate the validity and reliability of the Questionnaire for Compliance with Standard Precaution for nurses. METHODS: This methodological study was conducted with 121 nurses from health care facilities in Sao Paulo’s countryside, who were represented by two high-complexity and by three average-complexity health care facilities. Internal consistency was calculated using Cronbach’s alpha and stability was calculated by the intraclass correlation coefficient, through test-retest. Convergent, discriminant, and known-groups construct validity techniques were conducted. RESULTS: The questionnaire was found to be reliable (Cronbach’s alpha: 0.80; intraclass correlation coefficient: (0.97) In regards to the convergent and discriminant construct validity, strong correlation was found between compliance to standard precautions, the perception of a safe environment, and the smaller perception of obstacles to follow such precautions (r = 0.614 and r = 0.537, respectively). The nurses who were trained on the standard precautions and worked on the health care facilities of higher complexity were shown to comply more (p = 0.028 and p = 0.006, respectively). CONCLUSIONS: The Brazilian version of the Questionnaire for I Departamento de Enfermagem. Centro Compliance with Standard Precaution was shown to be valid and reliable. -
APPLICATION of the TAGUCHI METHOD to SENSITIVITY ANALYSIS of a MIDDLE- EAR FINITE-ELEMENT MODEL Li Qi1, Chadia S
APPLICATION OF THE TAGUCHI METHOD TO SENSITIVITY ANALYSIS OF A MIDDLE- EAR FINITE-ELEMENT MODEL Li Qi1, Chadia S. Mikhael1 and W. Robert J. Funnell1, 2 1 Department of BioMedical Engineering 2 Department of Otolaryngology McGill University Montréal, QC, Canada H3A 2B4 ABSTRACT difference in the model output due to the change in the input variable is referred to as the sensitivity. The Sensitivity analysis of a model is the investigation relative importance of parameters is judged based on of how outputs vary with changes of input parameters, the magnitude of the calculated sensitivity. The OFAT in order to identify the relative importance of method does not, however, take into account the parameters and to help in optimization of the model. possibility of interactions among parameters. Such The one-factor-at-a-time (OFAT) method has been interactions mean that the model sensitivity to one widely used for sensitivity analysis of middle-ear parameter can change depending on the values of models. The results of OFAT, however, are unreliable other parameters. if there are significant interactions among parameters. Alternatively, the full-factorial method permits the This paper incorporates the Taguchi method into the analysis of parameter interactions, but generally sensitivity analysis of a middle-ear finite-element requires a very large number of simulations. This can model. Two outputs, tympanic-membrane volume be impractical when individual simulations are time- displacement and stapes footplate displacement, are consuming. A more practical approach is the Taguchi measured. Nine input parameters and four possible method, which is commonly used in industry. It interactions are investigated for two model outputs. -
2019 TIGER/Line Shapefiles Technical Documentation
TIGER/Line® Shapefiles 2019 Technical Documentation ™ Issued September 2019220192018 SUGGESTED CITATION FILES: 2019 TIGER/Line Shapefiles (machine- readable data files) / prepared by the U.S. Census Bureau, 2019 U.S. Department of Commerce Economic and Statistics Administration Wilbur Ross, Secretary TECHNICAL DOCUMENTATION: Karen Dunn Kelley, 2019 TIGER/Line Shapefiles Technical Under Secretary for Economic Affairs Documentation / prepared by the U.S. Census Bureau, 2019 U.S. Census Bureau Dr. Steven Dillingham, Albert Fontenot, Director Associate Director for Decennial Census Programs Dr. Ron Jarmin, Deputy Director and Chief Operating Officer GEOGRAPHY DIVISION Deirdre Dalpiaz Bishop, Chief Andrea G. Johnson, Michael R. Ratcliffe, Assistant Division Chief for Assistant Division Chief for Address and Spatial Data Updates Geographic Standards, Criteria, Research, and Quality Monique Eleby, Assistant Division Chief for Gregory F. Hanks, Jr., Geographic Program Management Deputy Division Chief and External Engagement Laura Waggoner, Assistant Division Chief for Geographic Data Collection and Products 1-0 Table of Contents 1. Introduction ...................................................................................................................... 1-1 1. Introduction 1.1 What is a Shapefile? A shapefile is a geospatial data format for use in geographic information system (GIS) software. Shapefiles spatially describe vector data such as points, lines, and polygons, representing, for instance, landmarks, roads, and lakes. The Environmental Systems Research Institute (Esri) created the format for use in their software, but the shapefile format works in additional Geographic Information System (GIS) software as well. 1.2 What are TIGER/Line Shapefiles? The TIGER/Line Shapefiles are the fully supported, core geographic product from the U.S. Census Bureau. They are extracts of selected geographic and cartographic information from the U.S. -
How Differences Between Online and Offline Interaction Influence Social
Available online at www.sciencedirect.com ScienceDirect Two social lives: How differences between online and offline interaction influence social outcomes 1 2 Alicea Lieberman and Juliana Schroeder For hundreds of thousands of years, humans only Facebook users,75% ofwhom report checking the platform communicated in person, but in just the past fifty years they daily [2]. Among teenagers, 95% report using smartphones have started also communicating online. Today, people and 45%reportbeingonline‘constantly’[2].Thisshiftfrom communicate more online than offline. What does this shift offline to online socializing has meaningful and measurable mean for human social life? We identify four structural consequences for every aspect of human interaction, from differences between online (versus offline) interaction: (1) fewer how people form impressions of one another, to how they nonverbal cues, (2) greater anonymity, (3) more opportunity to treat each other, to the breadth and depth of their connec- form new social ties and bolster weak ties, and (4) wider tion. The current article proposes a new framework to dissemination of information. Each of these differences identify, understand, and study these consequences, underlies systematic psychological and behavioral highlighting promising avenues for future research. consequences. Online and offline lives often intersect; we thus further review how online engagement can (1) disrupt or (2) Structural differences between online and enhance offline interaction. This work provides a useful offline interaction -
The Practice of Causal Inference in Cancer Epidemiology
Vol. 5. 303-31 1, April 1996 Cancer Epidemiology, Biomarkers & Prevention 303 Review The Practice of Causal Inference in Cancer Epidemiology Douglas L. Weedt and Lester S. Gorelic causes lung cancer (3) and to guide causal inference for occu- Preventive Oncology Branch ID. L. W.l and Comprehensive Minority pational and environmental diseases (4). From 1965 to 1995, Biomedical Program IL. S. 0.1. National Cancer Institute, Bethesda, Maryland many associations have been examined in terms of the central 20892 questions of causal inference. Causal inference is often practiced in review articles and editorials. There, epidemiologists (and others) summarize evi- Abstract dence and consider the issues of causality and public health Causal inference is an important link between the recommendations for specific exposure-cancer associations. practice of cancer epidemiology and effective cancer The purpose of this paper is to take a first step toward system- prevention. Although many papers and epidemiology atically reviewing the practice of causal inference in cancer textbooks have vigorously debated theoretical issues in epidemiology. Techniques used to assess causation and to make causal inference, almost no attention has been paid to the public health recommendations are summarized for two asso- issue of how causal inference is practiced. In this paper, ciations: alcohol and breast cancer, and vasectomy and prostate we review two series of review papers published between cancer. The alcohol and breast cancer association is timely, 1985 and 1994 to find answers to the following questions: controversial, and in the public eye (5). It involves a common which studies and prior review papers were cited, which exposure and a common cancer and has a large body of em- causal criteria were used, and what causal conclusions pirical evidence; over 50 studies and over a dozen reviews have and public health recommendations ensued. -
A Difference-Making Account of Causation1
A difference-making account of causation1 Wolfgang Pietsch2, Munich Center for Technology in Society, Technische Universität München, Arcisstr. 21, 80333 München, Germany A difference-making account of causality is proposed that is based on a counterfactual definition, but differs from traditional counterfactual approaches to causation in a number of crucial respects: (i) it introduces a notion of causal irrelevance; (ii) it evaluates the truth-value of counterfactual statements in terms of difference-making; (iii) it renders causal statements background-dependent. On the basis of the fundamental notions ‘causal relevance’ and ‘causal irrelevance’, further causal concepts are defined including causal factors, alternative causes, and importantly inus-conditions. Problems and advantages of the proposed account are discussed. Finally, it is shown how the account can shed new light on three classic problems in epistemology, the problem of induction, the logic of analogy, and the framing of eliminative induction. 1. Introduction ......................................................................................................................................................... 2 2. The difference-making account ........................................................................................................................... 3 2a. Causal relevance and causal irrelevance ....................................................................................................... 4 2b. A difference-making account of causal counterfactuals -
Statistics and Causal Inference (With Discussion)
Applied Statistics Lecture Notes Kosuke Imai Department of Politics Princeton University February 2, 2008 Making statistical inferences means to learn about what you do not observe, which is called parameters, from what you do observe, which is called data. We learn the basic principles of statistical inference from a perspective of causal inference, which is a popular goal of political science research. Namely, we study statistics by learning how to make causal inferences with statistical methods. 1 Statistical Framework of Causal Inference What do we exactly mean when we say “An event A causes another event B”? Whether explicitly or implicitly, this question is asked and answered all the time in political science research. The most commonly used statistical framework of causality is based on the notion of counterfactuals (see Holland, 1986). That is, we ask the question “What would have happened if an event A were absent (or existent)?” The following example illustrates the fact that some causal questions are more difficult to answer than others. Example 1 (Counterfactual and Causality) Interpret each of the following statements as a causal statement. 1. A politician voted for the education bill because she is a democrat. 2. A politician voted for the education bill because she is liberal. 3. A politician voted for the education bill because she is a woman. In this framework, therefore, the fundamental problem of causal inference is that the coun- terfactual outcomes cannot be observed, and yet any causal inference requires both factual and counterfactual outcomes. This idea is formalized below using the potential outcomes notation. -
Natural Experiments
Natural Experiments Jason Seawright [email protected] August 11, 2010 J. Seawright (PolSci) Essex 2010 August 11, 2010 1 / 31 Typology of Natural Experiments J. Seawright (PolSci) Essex 2010 August 11, 2010 2 / 31 Typology of Natural Experiments Classic Natural Experiment J. Seawright (PolSci) Essex 2010 August 11, 2010 2 / 31 Typology of Natural Experiments Classic Natural Experiment Instrumental Variables-Type Natural Experiment J. Seawright (PolSci) Essex 2010 August 11, 2010 2 / 31 Typology of Natural Experiments Classic Natural Experiment Instrumental Variables-Type Natural Experiment Regression-Discontinuity Design J. Seawright (PolSci) Essex 2010 August 11, 2010 2 / 31 Bolstering Understand assumptions. J. Seawright (PolSci) Essex 2010 August 11, 2010 3 / 31 Bolstering Understand assumptions. Explore role of qualitative evidence. J. Seawright (PolSci) Essex 2010 August 11, 2010 3 / 31 Classic Natural Experiment J. Seawright (PolSci) Essex 2010 August 11, 2010 4 / 31 Classic Natural Experiment 1 “Nature” randomizes the treatment. J. Seawright (PolSci) Essex 2010 August 11, 2010 4 / 31 Classic Natural Experiment 1 “Nature” randomizes the treatment. 2 All (observable and unobservable) confounding variables are balanced between treatment and control groups. J. Seawright (PolSci) Essex 2010 August 11, 2010 4 / 31 Classic Natural Experiment 1 “Nature” randomizes the treatment. 2 All (observable and unobservable) confounding variables are balanced between treatment and control groups. 3 No discretion is involved in assigning treatments, or the relevant information is unavailable or unused. J. Seawright (PolSci) Essex 2010 August 11, 2010 4 / 31 Classic Natural Experiment 1 “Nature” randomizes the treatment. 2 All (observable and unobservable) confounding variables are balanced between treatment and control groups. -
2020 Census Barriers, Attitudes, and Motivators Study Survey Report
2020 Census Barriers, Attitudes, and Motivators Study Survey Report A New Design for the 21st Century January 24, 2019 Version 2.0 Prepared by Kyley McGeeney, Brian Kriz, Shawnna Mullenax, Laura Kail, Gina Walejko, Monica Vines, Nancy Bates, and Yazmín García Trejo 2020 Census Research | 2020 CBAMS Survey Report Page intentionally left blank. ii 2020 Census Research | 2020 CBAMS Survey Report Table of Contents List of Tables ................................................................................................................................... iv List of Figures .................................................................................................................................. iv Executive Summary ......................................................................................................................... 1 Introduction ............................................................................................................................. 3 Background .............................................................................................................................. 5 CBAMS I ......................................................................................................................................... 5 CBAMS II ........................................................................................................................................ 6 2020 CBAMS Survey Climate ........................................................................................................ -
Bayesian Causal Inference
Bayesian Causal Inference Maximilian Kurthen Master’s Thesis Max Planck Institute for Astrophysics Within the Elite Master Program Theoretical and Mathematical Physics Ludwig Maximilian University of Munich Technical University of Munich Supervisor: PD Dr. Torsten Enßlin Munich, September 12, 2018 Abstract In this thesis we address the problem of two-variable causal inference. This task refers to inferring an existing causal relation between two random variables (i.e. X → Y or Y → X ) from purely observational data. We begin by outlining a few basic definitions in the context of causal discovery, following the widely used do-Calculus [Pea00]. We continue by briefly reviewing a number of state-of-the-art methods, including very recent ones such as CGNN [Gou+17] and KCDC [MST18]. The main contribution is the introduction of a novel inference model where we assume a Bayesian hierarchical model, pursuing the strategy of Bayesian model selection. In our model the distribution of the cause variable is given by a Poisson lognormal distribution, which allows to explicitly regard discretization effects. We assume Fourier diagonal covariance operators, where the values on the diagonal are given by power spectra. In the most shallow model these power spectra and the noise variance are fixed hyperparameters. In a deeper inference model we replace the noise variance as a given prior by expanding the inference over the noise variance itself, assuming only a smooth spatial structure of the noise variance. Finally, we make a similar expansion for the power spectra, replacing fixed power spectra as hyperparameters by an inference over those, where again smoothness enforcing priors are assumed.