Accuracy Vs. Validity, Consistency Vs. Reliability, and Fairness Vs
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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. -
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. -
Verifying the Unification Algorithm In
Verifying the Uni¯cation Algorithm in LCF Lawrence C. Paulson Computer Laboratory Corn Exchange Street Cambridge CB2 3QG England August 1984 Abstract. Manna and Waldinger's theory of substitutions and uni¯ca- tion has been veri¯ed using the Cambridge LCF theorem prover. A proof of the monotonicity of substitution is presented in detail, as an exam- ple of interaction with LCF. Translating the theory into LCF's domain- theoretic logic is largely straightforward. Well-founded induction on a complex ordering is translated into nested structural inductions. Cor- rectness of uni¯cation is expressed using predicates for such properties as idempotence and most-generality. The veri¯cation is presented as a series of lemmas. The LCF proofs are compared with the original ones, and with other approaches. It appears di±cult to ¯nd a logic that is both simple and exible, especially for proving termination. Contents 1 Introduction 2 2 Overview of uni¯cation 2 3 Overview of LCF 4 3.1 The logic PPLAMBDA :::::::::::::::::::::::::: 4 3.2 The meta-language ML :::::::::::::::::::::::::: 5 3.3 Goal-directed proof :::::::::::::::::::::::::::: 6 3.4 Recursive data structures ::::::::::::::::::::::::: 7 4 Di®erences between the formal and informal theories 7 4.1 Logical framework :::::::::::::::::::::::::::: 8 4.2 Data structure for expressions :::::::::::::::::::::: 8 4.3 Sets and substitutions :::::::::::::::::::::::::: 9 4.4 The induction principle :::::::::::::::::::::::::: 10 5 Constructing theories in LCF 10 5.1 Expressions :::::::::::::::::::::::::::::::: -
Statistical Analysis 8: Two-Way Analysis of Variance (ANOVA)
Statistical Analysis 8: Two-way analysis of variance (ANOVA) Research question type: Explaining a continuous variable with 2 categorical variables What kind of variables? Continuous (scale/interval/ratio) and 2 independent categorical variables (factors) Common Applications: Comparing means of a single variable at different levels of two conditions (factors) in scientific experiments. Example: The effective life (in hours) of batteries is compared by material type (1, 2 or 3) and operating temperature: Low (-10˚C), Medium (20˚C) or High (45˚C). Twelve batteries are randomly selected from each material type and are then randomly allocated to each temperature level. The resulting life of all 36 batteries is shown below: Table 1: Life (in hours) of batteries by material type and temperature Temperature (˚C) Low (-10˚C) Medium (20˚C) High (45˚C) 1 130, 155, 74, 180 34, 40, 80, 75 20, 70, 82, 58 2 150, 188, 159, 126 136, 122, 106, 115 25, 70, 58, 45 type Material 3 138, 110, 168, 160 174, 120, 150, 139 96, 104, 82, 60 Source: Montgomery (2001) Research question: Is there difference in mean life of the batteries for differing material type and operating temperature levels? In analysis of variance we compare the variability between the groups (how far apart are the means?) to the variability within the groups (how much natural variation is there in our measurements?). This is why it is called analysis of variance, abbreviated to ANOVA. This example has two factors (material type and temperature), each with 3 levels. Hypotheses: The 'null hypothesis' might be: H0: There is no difference in mean battery life for different combinations of material type and temperature level And an 'alternative hypothesis' might be: H1: There is a difference in mean battery life for different combinations of material type and temperature level If the alternative hypothesis is accepted, further analysis is performed to explore where the individual differences are. -
Logic- Sentence and Propositions
Sentence and Proposition Sentence Sentence= वा啍य, Proposition= त셍कवा啍य/ प्रततऻप्तत=Statement Sentence is the unit or part of some language. Sentences can be expressed in all tense (present, past or future) Sentence is not able to explain quantity and quality. A sentence may be interrogative (प्रश्नवाच셍), simple or declarative (घोषड़ा配म셍), command or imperative (आदेशा配म셍), exclamatory (ववमयतबोध셍), indicative (तनदेशा配म셍), affirmative (भावा配म셍), negative (तनषेधा配म셍), skeptical (संदेहा配म셍) etc. Note : Only indicative sentences (सं셍ेता配म셍तवा啍य) are proposition. Philosophy Dept, E- contents-01( Logic-B.A Sem.III & IV) by Dr Rajendra Kr.Verma 1 All kind of sentences are not proposition, only those sentences are called proposition while they will determine or evaluate in terms of truthfulness or falsity. Sentences are governed by its own grammar. (for exp- sentence of hindi language govern by hindi grammar) Sentences are correct or incorrect / pure or impure. Sentences are may be either true or false. Philosophy Dept, E- contents-01( Logic-B.A Sem.III & IV) by Dr Rajendra Kr.Verma 2 Proposition Proposition are regarded as the material of our reasoning and we also say that proposition and statements are regarded as same. Proposition is the unit of logic. Proposition always comes in present tense. (sentences - all tenses) Proposition can explain quantity and quality. (sentences- cannot) Meaning of sentence is called proposition. Sometime more then one sentences can expressed only one proposition. Example : 1. ऩानीतबरसतरहातहैत.(Hindi) 2. ऩावुष तऩड़तोत (Sanskrit) 3. It is raining (English) All above sentences have only one meaning or one proposition. -
First Order Logic and Nonstandard Analysis
First Order Logic and Nonstandard Analysis Julian Hartman September 4, 2010 Abstract This paper is intended as an exploration of nonstandard analysis, and the rigorous use of infinitesimals and infinite elements to explore properties of the real numbers. I first define and explore first order logic, and model theory. Then, I prove the compact- ness theorem, and use this to form a nonstandard structure of the real numbers. Using this nonstandard structure, it it easy to to various proofs without the use of limits that would otherwise require their use. Contents 1 Introduction 2 2 An Introduction to First Order Logic 2 2.1 Propositional Logic . 2 2.2 Logical Symbols . 2 2.3 Predicates, Constants and Functions . 2 2.4 Well-Formed Formulas . 3 3 Models 3 3.1 Structure . 3 3.2 Truth . 4 3.2.1 Satisfaction . 5 4 The Compactness Theorem 6 4.1 Soundness and Completeness . 6 5 Nonstandard Analysis 7 5.1 Making a Nonstandard Structure . 7 5.2 Applications of a Nonstandard Structure . 9 6 Sources 10 1 1 Introduction The founders of modern calculus had a less than perfect understanding of the nuts and bolts of what made it work. Both Newton and Leibniz used the notion of infinitesimal, without a rigorous understanding of what they were. Infinitely small real numbers that were still not zero was a hard thing for mathematicians to accept, and with the rigorous development of limits by the likes of Cauchy and Weierstrass, the discussion of infinitesimals subsided. Now, using first order logic for nonstandard analysis, it is possible to create a model of the real numbers that has the same properties as the traditional conception of the real numbers, but also has rigorously defined infinite and infinitesimal elements. -
Unification: a Multidisciplinary Survey
Unification: A Multidisciplinary Survey KEVIN KNIGHT Computer Science Department, Carnegie-Mellon University, Pittsburgh, Pennsylvania 15213-3890 The unification problem and several variants are presented. Various algorithms and data structures are discussed. Research on unification arising in several areas of computer science is surveyed, these areas include theorem proving, logic programming, and natural language processing. Sections of the paper include examples that highlight particular uses of unification and the special problems encountered. Other topics covered are resolution, higher order logic, the occur check, infinite terms, feature structures, equational theories, inheritance, parallel algorithms, generalization, lattices, and other applications of unification. The paper is intended for readers with a general computer science background-no specific knowledge of any of the above topics is assumed. Categories and Subject Descriptors: E.l [Data Structures]: Graphs; F.2.2 [Analysis of Algorithms and Problem Complexity]: Nonnumerical Algorithms and Problems- Computations on discrete structures, Pattern matching; Ll.3 [Algebraic Manipulation]: Languages and Systems; 1.2.3 [Artificial Intelligence]: Deduction and Theorem Proving; 1.2.7 [Artificial Intelligence]: Natural Language Processing General Terms: Algorithms Additional Key Words and Phrases: Artificial intelligence, computational complexity, equational theories, feature structures, generalization, higher order logic, inheritance, lattices, logic programming, natural language -
Validity and Reliability in Quantitative Studies Evid Based Nurs: First Published As 10.1136/Eb-2015-102129 on 15 May 2015
Research made simple Validity and reliability in quantitative studies Evid Based Nurs: first published as 10.1136/eb-2015-102129 on 15 May 2015. Downloaded from Roberta Heale,1 Alison Twycross2 10.1136/eb-2015-102129 Evidence-based practice includes, in part, implementa- have a high degree of anxiety? In another example, a tion of the findings of well-conducted quality research test of knowledge of medications that requires dosage studies. So being able to critique quantitative research is calculations may instead be testing maths knowledge. 1 School of Nursing, Laurentian an important skill for nurses. Consideration must be There are three types of evidence that can be used to University, Sudbury, Ontario, given not only to the results of the study but also the demonstrate a research instrument has construct Canada 2Faculty of Health and Social rigour of the research. Rigour refers to the extent to validity: which the researchers worked to enhance the quality of Care, London South Bank 1 Homogeneity—meaning that the instrument mea- the studies. In quantitative research, this is achieved University, London, UK sures one construct. through measurement of the validity and reliability.1 2 Convergence—this occurs when the instrument mea- Correspondence to: Validity sures concepts similar to that of other instruments. Dr Roberta Heale, Validity is defined as the extent to which a concept is Although if there are no similar instruments avail- School of Nursing, Laurentian accurately measured in a quantitative study. For able this will not be possible to do. University, Ramsey Lake Road, example, a survey designed to explore depression but Sudbury, Ontario, Canada 3 Theory evidence—this is evident when behaviour is which actually measures anxiety would not be consid- P3E2C6; similar to theoretical propositions of the construct ered valid. -
What Is Test Reliability/Precision?
CHAPTER 6 What Is Test Reliability/Precision? LEARNING OBJECTIVES After completing your study of this chapter, you should be able to distributedo the following: •• Define reliability/precision, and describe three methods for estimating the reliability/ precision of a psychological test and its scores. or •• Describe how an observed test score is made up of the true score and random error, and describe the difference between random error and systematic error. •• Calculate and interpret a reliability coefficient, including adjusting a reliability coef- ficient obtained using the split-half method. •• Differentiate between the KR-20 and coefficientpost, alpha formulas, and understand how they are used to estimate internal consistency. •• Calculate the standard error of measurement, and use it to construct a confidence interval around an observed score. •• Identify four sources of test error and six factors related to these sources of error that are particularly importantcopy, to consider. •• Explain the premises of generalizability theory, and describe its contribution to esti- mating reliability.not “My statistics instructor let me take the midterm exam a second time because I was distracted by noise in the hallway.Do I scored 2 points higher the second time, but she says my true score probably didn’t change. What does that mean?” “I don’t understand that test. It included the same questions—only in different words—over and over.” “The county hired a woman firefighter even though she scored lower than someone else on the qualify- ing test. A man scored highest with a 78, and this woman only scored 77! Doesn’t that mean they hired a less qualified candidate?” “The psychology department surveyed my class on our career plans. -
Relations Between Inductive Reasoning and Deductive Reasoning
Journal of Experimental Psychology: © 2010 American Psychological Association Learning, Memory, and Cognition 0278-7393/10/$12.00 DOI: 10.1037/a0018784 2010, Vol. 36, No. 3, 805–812 Relations Between Inductive Reasoning and Deductive Reasoning Evan Heit Caren M. Rotello University of California, Merced University of Massachusetts Amherst One of the most important open questions in reasoning research is how inductive reasoning and deductive reasoning are related. In an effort to address this question, we applied methods and concepts from memory research. We used 2 experiments to examine the effects of logical validity and premise– conclusion similarity on evaluation of arguments. Experiment 1 showed 2 dissociations: For a common set of arguments, deduction judgments were more affected by validity, and induction judgments were more affected by similarity. Moreover, Experiment 2 showed that fast deduction judgments were like induction judgments—in terms of being more influenced by similarity and less influenced by validity, compared with slow deduction judgments. These novel results pose challenges for a 1-process account of reasoning and are interpreted in terms of a 2-process account of reasoning, which was implemented as a multidimensional signal detection model and applied to receiver operating characteristic data. Keywords: reasoning, similarity, mathematical modeling An important open question in reasoning research concerns the arguments (Rips, 2001). This technique can highlight similarities relation between induction and deduction. Typically, individual or differences between induction and deduction that are not con- studies of reasoning have focused on only one task, rather than founded by the use of different materials (Heit, 2007). It also examining how the two are connected (Heit, 2007). -
Questionnaire Validity and Reliability
Questionnaire Validity and reliability Department of Social and Preventive Medicine, Faculty of Medicine Outlines Introduction What is validity and reliability? Types of validity and reliability. How do you measure them? Types of Sampling Methods Sample size calculation G-Power ( Power Analysis) Research • The systematic investigation into and study of materials and sources in order to establish facts and reach new conclusions • In the broadest sense of the word, the research includes gathering of data in order to generate information and establish the facts for the advancement of knowledge. ● Step I: Define the research problem ● Step 2: Developing a research plan & research Design ● Step 3: Define the Variables & Instrument (validity & Reliability) ● Step 4: Sampling & Collecting data ● Step 5: Analysing data ● Step 6: Presenting the findings A questionnaire is • A technique for collecting data in which a respondent provides answers to a series of questions. • The vehicle used to pose the questions that the researcher wants respondents to answer. • The validity of the results depends on the quality of these instruments. • Good questionnaires are difficult to construct; • Bad questionnaires are difficult to analyze. •Identify the goal of your questionnaire •What kind of information do you want to gather with your questionnaire? • What is your main objective? • Is a questionnaire the best way to go about collecting this information? Ch 11 6 How To Obtain Valid Information • Ask purposeful questions • Ask concrete questions • Use time periods -
Reliability, Validity, and Trustworthiness
© Jones & Bartlett Learning, LLC. NOT FOR SALE OR DISTRIBUTION Chapter 12 Reliability, Validity, and Trustworthiness James Eldridge © VLADGRIN/iStock/Thinkstock Chapter Objectives At the conclusion of this chapter, the learner will be able to: 1. Identify the need for reliability and validity of instruments used in evidence-based practice. 2. Define reliability and validity. 3. Discuss how reliability and validity affect outcome measures and conclusions of evidence-based research. 4. Develop reliability and validity coefficients for appropriate data. 5. Interpret reliability and validity coefficients of instruments used in evidence-based practice. 6. Describe sensitivity and specificity as related to data analysis. 7. Interpret receiver operand characteristics (ROC) to describe validity. Key Terms Accuracy Content-related validity Concurrent validity Correlation coefficient Consistency Criterion-related validity Construct validity Cross-validation 9781284108958_CH12_Pass03.indd 339 10/20/15 5:59 PM © Jones & Bartlett Learning, LLC. NOT FOR SALE OR DISTRIBUTION 340 | Chapter 12 Reliability, Validity, and Trustworthiness Equivalency reliability Reliability Interclass reliability Sensitivity Intraclass reliability Specificity Objectivity Stability Observed score Standard error of Predictive validity measurement (SEM) Receiver operand Trustworthiness characteristics (ROC) Validity n Introduction The foundation of good research and of good decision making in evidence- based practice (EBP) is the trustworthiness of the data used to make decisions. When data cannot be trusted, an informed decision cannot be made. Trustworthiness of the data can only be as good as the instruments or tests used to collect the data. Regardless of the specialization of the healthcare provider, nurses make daily decisions on the diagnosis and treatment of a patient based on the results from different tests to which the patient is subjected.