QUANT EXAMPLE ANALYSIS
|
|
- Logan Sutton
- 5 years ago
- Views:
Transcription
1 QUANT EXAMPLE ANALYSIS This example des nt include backgrund/intrductin sectins, theretical supprt fr hyptheses, discussin f findings, limitatins, future research directins, cnclusins, etc. This is just an example f hw ne might slice up the analysis and reprt and interpret the findings. Data Screening Univariate: - Missing Data: RD1 had ne missing value, which we imputed with the median. We used median imputatin because RD1 is an rdinal variable (was measured using a Likert scale). Tw cntrls had missing values representing 5% r less f the sample size, s we imputed the missing values fr these cntinuus (scale) variables (incme 2 missing; and custmer interactins 16 missing) using the mean f all available values. - Outliers: All variables but ne (custmer interactins) were n rdinal scales with seven r fewer intervals, thus extreme value utliers d nt exist. Fr custmer interactins, we examined a bx plt fr utliers and fund tw respndents with exceptinally high values, hwever, we had n reasn t believe these were incrrect values, and we have n theretical basis fr remving them. Thus they remain simply as high respnses. - Nrmality Once again, since nearly all ur variables are based n Likert-type scales, we have n reasn t exclude variables based n skewness unless they exhibit n variance. Thus rather than testing skewness, we fcused n kurtsis. Kurtsis greater than r less than +/ indicates ptentially prblematic kurtsis (and therefre, lack f sufficient variance). All f the burnut frm management items had brderline kurtsis issues (abs value between 1 and 2). These are fairly brderline values and we will simply flag them fr ptential future issues in subsequent analyses. BC3 and BC4 hwever, had kurtsis values arund 3.0; therefre there is insufficient variance in thse items t retain them. Accrdingly, we have drpped thse tw items. Multivariate (tested after measurement mdel): - Linearity We tested linearity by perfrming curve estimatin regressin fr all direct effects in ur mdel. The results shw that the relatinships between variables are sufficiently linear (i.e., all p-values were less than 0.05), except between Autnmy and Prductivity; hwever, n curve estimatin was significant either. Accrdingly, we have left the relatinship in ur mdel, subject t trimming during subsequent analyses. - Hmscedasticity The results f the hmscedasticity test (scatter plt f zpred n zresid) indicate that the mediatrs and SatW are hmscedastic, but Reliability is slightly mre heterskedastic. As we will be mderating by gender and jb categry, we retested reliability fr each subgrup (male, female, csr, bcr) and fund it t be hmscedastic within each. - Multicllinearity We tested the Variable Inflatin Factr fr all f the exgenus variables simultaneusly. The VIFs were all less than 2.0, indicating that the exgenus variables are all distinct. (If 1
2 yu find that they are nt all within a gd range, yu can cite O Brian 2007 wh says that high VIFs aren t necessarily a cause f alarm.) Explratry Factr Analysis We cnducted an EFA using Maximum Likelihd 1 with Prmax rtatin 2 t see if the bserved variables laded tgether as expected, were adequately crrelated, and met criteria f reliability and validity. We address each f these belw fr the final seven-factr mdel depicted in the pattern matrix belw: - Adequacy: The KMO and Bartlett s test fr sampling adequacy was significant and the cmmunalities fr each variable were sufficiently high (all abve and mst abve 0.600), thus indicating the chsen variables were adequately crrelated fr a factr analysis. Additinally, the reprduced matrix had nly 2% nn-redundant residuals greater than 0.05, further cnfirming the adequacy f the variables and 7-factr mdel. (If individual items have lw cmmunalities (like less than 0.200), yu might d yurself a favr by remving them. These items are prbably the nes that als had kurtsis issues.) - Reliability: The Crnbach s alphas fr the extracted factrs are shwn belw, alng with their labels and specificatin. All alpha s were abve 0.70 except Unsupprtive Cwrkers which was very clse at The factrs are all reflective because their indicatrs are highly crrelated and are largely interchangeable (Jarvis et al. 2003). Factr Label Crnbach s alpha Specificatin Feedback Reflective Reliability Reflective Resurce Demand Gap Reflective Learning Orientatin Reflective Autnmy Reflective Unsupprtive cwrkers Reflective Satisfactin with wrk Reflective 1 Maximum Likelihd Estimatin was chsen in rder t determine unique variance amng items and the crrelatin between factrs, and als t remain cnsistent with ur subsequent CFA. Maximum Likelihd als prvides a gdness f fit test fr the factr slutin. 2 Prmax was chsen because the dataset is quite large (n=304) and prmax can accunt fr the crrelated factrs. 2
3 - Validity: The factrs demnstrate sufficient cnvergent validity, as their ladings were all abve the recmmended minimum threshld f fr a samples size f 300 (Hair et al., 2010). The factrs als demnstrate sufficient discriminant validity, as the crrelatin matrix shws n crrelatins abve 0.700, and there are n prblematic crss-ladings. Pattern Matrix a Factr FB RL RD LO AU UC SW f1.884 f2.881 f3.861 f4.734 q2.806 q5.754 q1.712 q4.597 q3.547 rd3.895 rd4.741 rd2.698 rd1.601 l3.894 l1.831 l2.806 a1.897 a2.844 a3.753 uc2.830 uc1.633 uc3.528 sw1.908 sw3.609 sw2.472 Extractin Methd: Maximum Likelihd Estimatin. Rtatin Methd: Prmax with Kaiser Nrmalizatin. 3
4 This seven-factr mdel had a ttal variance explained f 60%, with all extracted factrs having eigenvalues abve 1.0 except ne, which was clse at Cnfirmatry Factr Analysis - Mdel Fit We remved RD3 due t pr lading. UC3 als was smewhat lw (0.58); hwever, we did nt remve it because the factr nly had three indicatrs, and a tw-indicatr factr ften results in instability. Mdificatin indices were cnsulted t determine if there was pprtunity t imprve the mdel. Accrdingly, we cvaried the errr terms between f3 and f4. The table belw indicates that the gdness f fit fr ur measurement mdel is sufficient. Metric Observed value Recmmended cmin/df Between 1 and 3 CFI >0.950 RMSEA <0.060 PCLOSE >0.050 SRMR < Validity and Reliability T test fr cnvergent validity we calculated the AVE. Fr all factrs, the AVE was abve 0.50 except fr Unsupprtive Cwrkers, which was clse at Hwever, as this factr is minimally crrelated with the ther factrs in the mdel, and because the reliability scre (0.716) was greater than 0.700, we felt this was admissible ( i.e., while it is nt especially strng internally, it is, at least, a reliable and distinct cnstruct within ur mdel). T test fr discriminant validity we cmpared the square rt f the AVE (n the diagnal in the matrix belw) t all inter-factr crrelatins. All factrs demnstrated adequate discriminant validity because the diagnal values are greater than the crrelatins. We als cmputed the cmpsite reliability fr each factr. In all cases the CR was abve the minimum threshld f 0.70, indicating we have reliability in ur factrs. (If yu experience prblems during this phase with AVE r CR, it is prbably because yu did nt have a gd EFA slutin. I wuld return t the EFA t wrk that ut first.) 4
5 CR AVE LearningO Feedback Reliability RDGap UnsCW Autnmy SatW Cmmn Methd Bias Because the data fr bth IVs and DVs was cllected using a single instrument (a survey), we cnducted a cmmn methd bias test t determine if a methd bias was affecting the results f ur measurement mdel. The test we used was the unmeasured latent factr methd recmmended by Pdsakff et al. (2003) fr studies that d nt explicitly measure a cmmn factr (as in this study). Cmparing the standardized regressin weights befre and after adding the Cmmn Latent Factr (CLF) shws that nne f the regressin weights are dramatically affected by the CLF i.e., the deltas are less than and the CR and AVE fr each cnstruct still meet minimum threshlds. Nevertheless, t err n the cnservative side, we have pted t retain the CLF fr ur structural mdel (by imputing cmpsites in AMOS while the CLF is present), and thus we have CMB-adjusted values. (Retaining the CLF is nt required if yu find n CMB.) - Invariance Tests Since we are planning n mderating the structural mdel with tw categrical variables, we cnducted cnfigural and metric invariance tests. Gender: The mdel fit f the uncnstrained measurement mdels (with grups laded separately) had adequate fit (cmin/df = 1.423; CFI 0.942), indicating that the mdel is cnfigurally invariant. After cnstraining the mdels t be equal, we fund the chi-square difference test t be nn-significant (pval>0.05); thus, ur measurement mdel meets criteria fr metric invariance acrss gender as well. [nte t students] Had it nt met the criteria fr metric invariance, yu wuld need t lk at the differences between regressin weights fr the tw grups t see which regressin weight was mst different. This might then need t be remved if pssible. If nt pssible, yu might rely n MacKenzie et al Cnstruct Measurement and Validatin Prcedures in MIS and Behaviral 5
6 Research: Integrating New and Existing Techniques, wh say that as lng as ne item per cnstruct (aside frm the cnstrained ne) is metrically invariant, then yu can prceed with further invariance tests (like multi-grup mderatin). Yu can test this using the critical ratis apprach described in the vide called: multigrup mderatin in ams made easy. Jb categry The mdel fit fr jb categry was equally gd (cmin/df = 1.356; CFI 0.952). The chi-square difference test was again nn-significant (pval>0.05). Hyptheses All hyptheses were tested while cntrlling fr Educatin, Incme, and Number f custmers handled per day. Mediatin tests were cnducted withut the presence f mderatrs. Multi-grup mderatin tests were cnducted using the full mdel, but prir t adding the interactin variables. Interactin effects were tested using the full dataset, rather than the mderated dataset. These prcedures were necessary in rder t have enugh pwer t test each set f hyptheses, and in rder t maintain theretical clarity and parsimny. [nte t students] Yu wuld f curse als prvide here sme theretical lgic fr why yu included the cntrls yu included and fr why yu expect the hypthesized relatinships t be bserved as hypthesized. Mediatin H1a. Learning Orientatin mediates the negative relatinship between Resurces demand gap and Satisfactin with wrk. H1b. Learning Orientatin mediates the negative relatinship between Resurces demand gap and Reliability. Multi-grup mderatin H2a. The psitive relatinship between Autnmy and Satisfactin with wrk will be strnger fr males than fr females. H2b. The psitive relatinship between Autnmy and Reliability will be strnger fr males than fr females. Interactin H3a. An increase in Unsupprtive Cwrkers will strengthen the negative relatinship between Resurce Demand Gap and Learning Orientatin. H3b. An increase in Unsupprtive Cwrkers will weaken the psitive relatinship between Feedback and Learning Orientatin. 6
7 Structural Mdel - Create Cmpsites frm factr scres Cmpsite variables were created using factr scres in AMOS while the CLF was present. (This is nt necessary, but ptinal. Yu may retain the full structural mdel if yu desire it just gets a bit unwieldy with interactins.) Interactin terms were created by standardizing the apprpriate variables, and then multiplying them. - Mdel Fit (f initial structural mdel after fitting i.e., nt during mderatin tests). The fitted structural mdel demnstrates adequate fit. In rder t achieve gd fit, we were required t add a direct path between resurce demand gap and satisfactin with wrk, as well as between unsupprtive cwrkers and satisfactin with wrk. We felt these additins were theretically lgical, and prbably indicate that the hypthesized mediatin is actually partial rather than full. We additinally cvaried the errr terms f the mediatrs, as we wanted t accunt fr their crrelatin withut adding theretical cmplexity t ur mdel. T remain cnsistent, 3 we cvaried the errr terms f the dependent variables. While there may exist causal relatinships between these variables, this is nt the fcus f this mdel. The actins we have taken allw us t accunt fr these ptential crrelatins withut having t explicitly therize and test them. Metric Observed value Recmmended cmin/df Between 1 and 3 CFI >0.950 RMSEA <0.060 PCLOSE >0.050 SRMR < Cntrls The cntrls did nt have a significant impact n either dependent variable, except the number f custmers handled per day had a slight negative effect n Satisfactin with wrk (standardized beta = *). 3 This issue f cnsistently applying theretical reasning when cvarying errr terms is advcated by David Kenny: He als recmmends this actin be cnsidered especially when the mdificatin indices indicate that such an actin wuld significantly reduce the chi-square. This secnd criteria was als true fr this mdel. 7
8 - Hypthesis testing Mediatin Mediatin was tested using 2000 bias crrected btstrapping resamples in AMOS. The direct and indirect effects were analyzed fr ptential partial mediatin (discvered while fitting the mdel). Just indirect effects were analyzed fr establishing full mediatin. The results are summarized in the Hyptheses Summary table belw. [nte t students] In additin t btstrapping, yu may want t fllw the Barn and Kenny apprach (direct effects tested, then add mediatr, then see if direct effects drp). Multi-grup Mderatin T test the categrical mderatin hyptheses, we prduced the critical ratis fr the differences in regressin weights between grups. Frm these critical ratis we calculated p-values t determine the significance f the difference. The results are summarized in the Hypthesis Summary table belw. Interactin T test the interactin hyptheses we first standardized the IVs and then created prduct variables. We then trimmed nn-significant interactin regressins ne at a time until nly significant paths remained. In this case, nly ne significant path remained, frm RDxUC t LO. We pltted this interactin as shwn belw. The results f the interactin tests are summarized in the Hypthesis Summary table belw. Additinally, we bserved that mdel fit was gd (cmin/df = 1.644; CFI 0.981) fr the final mderated mdel. 8
9 Hypthesis Summary Table Mediatin Evidence Supprted? H1a. Learning Orientatin mediates the negative relatinship between Resurces demand gap and Satisfactin with wrk. Direct w/ Med: -.372*** Direct w/ Med:0.237*** Indirect: -.124*** Yes: Partial Mediatin H1b. Learning Orientatin mediates the negative relatinship between Resurces demand gap and Reliability. Multi-grup mderatin H2a. The psitive relatinship between Autnmy and Satisfactin with wrk will be strnger fr males than fr females. H2b. The psitive relatinship between Autnmy and Reliability will be strnger fr males than fr females. Interactin H3a. An increase in Unsupprtive Cwrkers will strengthen the negative relatinship between Resurce Demand Gap and Learning Orientatin. H3b. An increase in Unsupprtive Cwrkers will weaken the psitive relatinship between Feedback and Learning Orientatin. Direct w/ Med: -.182*** Direct w/ Med: 0.056(ns) Indirect: -.088*** Males: 0.486*** Females: 0.267*** Zscre: -2.62*** Males: *** Females: *** Zscre: 0.545(ns) Interactin effect: * Interactin effect: 0.037(ns) Yes: Full Mediatin Yes: Strnger fr males N: N difference Yes: Strnger negative effect N: N Effect 9
CHAPTER 24: INFERENCE IN REGRESSION. Chapter 24: Make inferences about the population from which the sample data came.
MATH 1342 Ch. 24 April 25 and 27, 2013 Page 1 f 5 CHAPTER 24: INFERENCE IN REGRESSION Chapters 4 and 5: Relatinships between tw quantitative variables. Be able t Make a graph (scatterplt) Summarize the
More informationPSU GISPOPSCI June 2011 Ordinary Least Squares & Spatial Linear Regression in GeoDa
There are tw parts t this lab. The first is intended t demnstrate hw t request and interpret the spatial diagnstics f a standard OLS regressin mdel using GeDa. The diagnstics prvide infrmatin abut the
More informationInternal vs. external validity. External validity. This section is based on Stock and Watson s Chapter 9.
Sectin 7 Mdel Assessment This sectin is based n Stck and Watsn s Chapter 9. Internal vs. external validity Internal validity refers t whether the analysis is valid fr the ppulatin and sample being studied.
More informationCAUSAL INFERENCE. Technical Track Session I. Phillippe Leite. The World Bank
CAUSAL INFERENCE Technical Track Sessin I Phillippe Leite The Wrld Bank These slides were develped by Christel Vermeersch and mdified by Phillippe Leite fr the purpse f this wrkshp Plicy questins are causal
More informationSUPPLEMENTARY MATERIAL GaGa: a simple and flexible hierarchical model for microarray data analysis
SUPPLEMENTARY MATERIAL GaGa: a simple and flexible hierarchical mdel fr micrarray data analysis David Rssell Department f Bistatistics M.D. Andersn Cancer Center, Hustn, TX 77030, USA rsselldavid@gmail.cm
More informationLab 1 The Scientific Method
INTRODUCTION The fllwing labratry exercise is designed t give yu, the student, an pprtunity t explre unknwn systems, r universes, and hypthesize pssible rules which may gvern the behavir within them. Scientific
More informationHypothesis Tests for One Population Mean
Hypthesis Tests fr One Ppulatin Mean Chapter 9 Ala Abdelbaki Objective Objective: T estimate the value f ne ppulatin mean Inferential statistics using statistics in rder t estimate parameters We will be
More informationINSTRUMENTAL VARIABLES
INSTRUMENTAL VARIABLES Technical Track Sessin IV Sergi Urzua University f Maryland Instrumental Variables and IE Tw main uses f IV in impact evaluatin: 1. Crrect fr difference between assignment f treatment
More informationInference in the Multiple-Regression
Sectin 5 Mdel Inference in the Multiple-Regressin Kinds f hypthesis tests in a multiple regressin There are several distinct kinds f hypthesis tests we can run in a multiple regressin. Suppse that amng
More informationFunctional Form and Nonlinearities
Sectin 6 Functinal Frm and Nnlinearities This is a gd place t remind urselves f Assumptin #0: That all bservatins fllw the same mdel. Levels f measurement and kinds f variables There are (at least) three
More information1b) =.215 1c).080/.215 =.372
Practice Exam 1 - Answers 1. / \.1/ \.9 (D+) (D-) / \ / \.8 / \.2.15/ \.85 (T+) (T-) (T+) (T-).080.020.135.765 1b).080 +.135 =.215 1c).080/.215 =.372 2. The data shwn in the scatter plt is the distance
More informationCS 477/677 Analysis of Algorithms Fall 2007 Dr. George Bebis Course Project Due Date: 11/29/2007
CS 477/677 Analysis f Algrithms Fall 2007 Dr. Gerge Bebis Curse Prject Due Date: 11/29/2007 Part1: Cmparisn f Srting Algrithms (70% f the prject grade) The bjective f the first part f the assignment is
More informationValidation of the Life Essentials Assessment Framework questionnaire
Validatin f the Life Essentials Assessment Framewrk questinnaire Findings Gianfranc Giuntli Gary Raine Anne-Marie Bagnall April 2013 Centre fr Health Prmtin Research Institute fr Health and Wellbeing Queen
More informationAP Statistics Practice Test Unit Three Exploring Relationships Between Variables. Name Period Date
AP Statistics Practice Test Unit Three Explring Relatinships Between Variables Name Perid Date True r False: 1. Crrelatin and regressin require explanatry and respnse variables. 1. 2. Every least squares
More informationHow do scientists measure trees? What is DBH?
Hw d scientists measure trees? What is DBH? Purpse Students develp an understanding f tree size and hw scientists measure trees. Students bserve and measure tree ckies and explre the relatinship between
More information11. DUAL NATURE OF RADIATION AND MATTER
11. DUAL NATURE OF RADIATION AND MATTER Very shrt answer and shrt answer questins 1. Define wrk functin f a metal? The minimum energy required fr an electrn t escape frm the metal surface is called the
More informationFive Whys How To Do It Better
Five Whys Definitin. As explained in the previus article, we define rt cause as simply the uncvering f hw the current prblem came int being. Fr a simple causal chain, it is the entire chain. Fr a cmplex
More informationFeasibility Testing Report Muscle Optimization Stage I
Feasibility Testing Reprt Muscle Optimizatin Stage I Team: P15001: Active Ankle Ft Orthtic Engineer: Nah Schadt Mechanical Engineer Engineer: Tyler Leichtenberger Mechanical Engineer Test Date: 10/14/2014
More information2004 AP CHEMISTRY FREE-RESPONSE QUESTIONS
2004 AP CHEMISTRY FREE-RESPONSE QUESTIONS 6. An electrchemical cell is cnstructed with an pen switch, as shwn in the diagram abve. A strip f Sn and a strip f an unknwn metal, X, are used as electrdes.
More informationDifferentiation Applications 1: Related Rates
Differentiatin Applicatins 1: Related Rates 151 Differentiatin Applicatins 1: Related Rates Mdel 1: Sliding Ladder 10 ladder y 10 ladder 10 ladder A 10 ft ladder is leaning against a wall when the bttm
More informationDepartment of Electrical Engineering, University of Waterloo. Introduction
Sectin 4: Sequential Circuits Majr Tpics Types f sequential circuits Flip-flps Analysis f clcked sequential circuits Mre and Mealy machines Design f clcked sequential circuits State transitin design methd
More informationResampling Methods. Chapter 5. Chapter 5 1 / 52
Resampling Methds Chapter 5 Chapter 5 1 / 52 1 51 Validatin set apprach 2 52 Crss validatin 3 53 Btstrap Chapter 5 2 / 52 Abut Resampling An imprtant statistical tl Pretending the data as ppulatin and
More informationWeathering. Title: Chemical and Mechanical Weathering. Grade Level: Subject/Content: Earth and Space Science
Weathering Title: Chemical and Mechanical Weathering Grade Level: 9-12 Subject/Cntent: Earth and Space Science Summary f Lessn: Students will test hw chemical and mechanical weathering can affect a rck
More informationExcessive Social Imbalances and the Performance of Welfare States in the EU. Frank Vandenbroucke, Ron Diris and Gerlinde Verbist
Excessive Scial Imbalances and the Perfrmance f Welfare States in the EU Frank Vandenbrucke, Rn Diris and Gerlinde Verbist Child pverty in the Eurzne, SILC 2008 35.00 30.00 25.00 20.00 15.00 10.00 5.00.00
More informationModelling of Clock Behaviour. Don Percival. Applied Physics Laboratory University of Washington Seattle, Washington, USA
Mdelling f Clck Behaviur Dn Percival Applied Physics Labratry University f Washingtn Seattle, Washingtn, USA verheads and paper fr talk available at http://faculty.washingtn.edu/dbp/talks.html 1 Overview
More informationSimple Linear Regression (single variable)
Simple Linear Regressin (single variable) Intrductin t Machine Learning Marek Petrik January 31, 2017 Sme f the figures in this presentatin are taken frm An Intrductin t Statistical Learning, with applicatins
More informationPhysics 2B Chapter 23 Notes - Faraday s Law & Inductors Spring 2018
Michael Faraday lived in the Lndn area frm 1791 t 1867. He was 29 years ld when Hand Oersted, in 1820, accidentally discvered that electric current creates magnetic field. Thrugh empirical bservatin and
More informationPipetting 101 Developed by BSU CityLab
Discver the Micrbes Within: The Wlbachia Prject Pipetting 101 Develped by BSU CityLab Clr Cmparisns Pipetting Exercise #1 STUDENT OBJECTIVES Students will be able t: Chse the crrect size micrpipette fr
More informationStatistics Statistical method Variables Value Score Type of Research Level of Measurement...
Lecture 1 Displaying data... 12 Statistics... 13 Statistical methd... 13 Variables... 13 Value... 15 Scre... 15 Type f Research... 15 Level f Measurement... 15 Numeric/Quantitative variables... 15 Ordinal/Rank-rder
More information, which yields. where z1. and z2
The Gaussian r Nrmal PDF, Page 1 The Gaussian r Nrmal Prbability Density Functin Authr: Jhn M Cimbala, Penn State University Latest revisin: 11 September 13 The Gaussian r Nrmal Prbability Density Functin
More informationTHERMAL TEST LEVELS & DURATIONS
PREFERRED RELIABILITY PAGE 1 OF 7 PRACTICES PRACTICE NO. PT-TE-144 Practice: 1 Perfrm thermal dwell test n prtflight hardware ver the temperature range f +75 C/-2 C (applied at the thermal cntrl/munting
More informationMath 10 - Exam 1 Topics
Math 10 - Exam 1 Tpics Types and Levels f data Categrical, Discrete r Cntinuus Nminal, Ordinal, Interval r Rati Descriptive Statistics Stem and Leaf Graph Dt Plt (Interpret) Gruped Data Relative and Cumulative
More informationBootstrap Method > # Purpose: understand how bootstrap method works > obs=c(11.96, 5.03, 67.40, 16.07, 31.50, 7.73, 11.10, 22.38) > n=length(obs) >
Btstrap Methd > # Purpse: understand hw btstrap methd wrks > bs=c(11.96, 5.03, 67.40, 16.07, 31.50, 7.73, 11.10, 22.38) > n=length(bs) > mean(bs) [1] 21.64625 > # estimate f lambda > lambda = 1/mean(bs);
More informationand the Doppler frequency rate f R , can be related to the coefficients of this polynomial. The relationships are:
Algrithm fr Estimating R and R - (David Sandwell, SIO, August 4, 2006) Azimith cmpressin invlves the alignment f successive eches t be fcused n a pint target Let s be the slw time alng the satellite track
More informationEric Klein and Ning Sa
Week 12. Statistical Appraches t Netwrks: p1 and p* Wasserman and Faust Chapter 15: Statistical Analysis f Single Relatinal Netwrks There are fur tasks in psitinal analysis: 1) Define Equivalence 2) Measure
More informationResampling Methods. Cross-validation, Bootstrapping. Marek Petrik 2/21/2017
Resampling Methds Crss-validatin, Btstrapping Marek Petrik 2/21/2017 Sme f the figures in this presentatin are taken frm An Intrductin t Statistical Learning, with applicatins in R (Springer, 2013) with
More informationWriting Guidelines. (Updated: November 25, 2009) Forwards
Writing Guidelines (Updated: Nvember 25, 2009) Frwards I have fund in my review f the manuscripts frm ur students and research assciates, as well as thse submitted t varius jurnals by thers that the majr
More informationWe can see from the graph above that the intersection is, i.e., [ ).
MTH 111 Cllege Algebra Lecture Ntes July 2, 2014 Functin Arithmetic: With nt t much difficulty, we ntice that inputs f functins are numbers, and utputs f functins are numbers. S whatever we can d with
More informationCHAPTER 4 DIAGNOSTICS FOR INFLUENTIAL OBSERVATIONS
CHAPTER 4 DIAGNOSTICS FOR INFLUENTIAL OBSERVATIONS 1 Influential bservatins are bservatins whse presence in the data can have a distrting effect n the parameter estimates and pssibly the entire analysis,
More informationChapter 3: Cluster Analysis
Chapter 3: Cluster Analysis } 3.1 Basic Cncepts f Clustering 3.1.1 Cluster Analysis 3.1. Clustering Categries } 3. Partitining Methds 3..1 The principle 3.. K-Means Methd 3..3 K-Medids Methd 3..4 CLARA
More informationActivity Guide Loops and Random Numbers
Unit 3 Lessn 7 Name(s) Perid Date Activity Guide Lps and Randm Numbers CS Cntent Lps are a relatively straightfrward idea in prgramming - yu want a certain chunk f cde t run repeatedly - but it takes a
More informationRevision: August 19, E Main Suite D Pullman, WA (509) Voice and Fax
.7.4: Direct frequency dmain circuit analysis Revisin: August 9, 00 5 E Main Suite D Pullman, WA 9963 (509) 334 6306 ice and Fax Overview n chapter.7., we determined the steadystate respnse f electrical
More informationENSC Discrete Time Systems. Project Outline. Semester
ENSC 49 - iscrete Time Systems Prject Outline Semester 006-1. Objectives The gal f the prject is t design a channel fading simulatr. Upn successful cmpletin f the prject, yu will reinfrce yur understanding
More informationSIZE BIAS IN LINE TRANSECT SAMPLING: A FIELD TEST. Mark C. Otto Statistics Research Division, Bureau of the Census Washington, D.C , U.S.A.
SIZE BIAS IN LINE TRANSECT SAMPLING: A FIELD TEST Mark C. Ott Statistics Research Divisin, Bureau f the Census Washingtn, D.C. 20233, U.S.A. and Kenneth H. Pllck Department f Statistics, Nrth Carlina State
More informationA New Evaluation Measure. J. Joiner and L. Werner. The problems of evaluation and the needed criteria of evaluation
III-l III. A New Evaluatin Measure J. Jiner and L. Werner Abstract The prblems f evaluatin and the needed criteria f evaluatin measures in the SMART system f infrmatin retrieval are reviewed and discussed.
More informationMACE For Conformation Traits
MACE Fr Cnfrmatin raits L. Klei and. J. Lawlr Hlstein Assciatin USA, Inc., Brattlebr, Vermnt, USA Intrductin Multiple acrss cuntry evaluatins (MACE) fr prductin traits are nw rutinely cmputed and used
More informationA Matrix Representation of Panel Data
web Extensin 6 Appendix 6.A A Matrix Representatin f Panel Data Panel data mdels cme in tw brad varieties, distinct intercept DGPs and errr cmpnent DGPs. his appendix presents matrix algebra representatins
More informationCHM112 Lab Graphing with Excel Grading Rubric
Name CHM112 Lab Graphing with Excel Grading Rubric Criteria Pints pssible Pints earned Graphs crrectly pltted and adhere t all guidelines (including descriptive title, prperly frmatted axes, trendline
More informationTechnical Bulletin. Generation Interconnection Procedures. Revisions to Cluster 4, Phase 1 Study Methodology
Technical Bulletin Generatin Intercnnectin Prcedures Revisins t Cluster 4, Phase 1 Study Methdlgy Release Date: Octber 20, 2011 (Finalizatin f the Draft Technical Bulletin released n September 19, 2011)
More informationAP Statistics Notes Unit Two: The Normal Distributions
AP Statistics Ntes Unit Tw: The Nrmal Distributins Syllabus Objectives: 1.5 The student will summarize distributins f data measuring the psitin using quartiles, percentiles, and standardized scres (z-scres).
More informationCHAPTER 3 INEQUALITIES. Copyright -The Institute of Chartered Accountants of India
CHAPTER 3 INEQUALITIES Cpyright -The Institute f Chartered Accuntants f India INEQUALITIES LEARNING OBJECTIVES One f the widely used decisin making prblems, nwadays, is t decide n the ptimal mix f scarce
More informationCESAR Science Case The differential rotation of the Sun and its Chromosphere. Introduction. Material that is necessary during the laboratory
Teacher s guide CESAR Science Case The differential rtatin f the Sun and its Chrmsphere Material that is necessary during the labratry CESAR Astrnmical wrd list CESAR Bklet CESAR Frmula sheet CESAR Student
More informationWe say that y is a linear function of x if. Chapter 13: The Correlation Coefficient and the Regression Line
Chapter 13: The Crrelatin Cefficient and the Regressin Line We begin with a sme useful facts abut straight lines. Recall the x, y crdinate system, as pictured belw. 3 2 1 y = 2.5 y = 0.5x 3 2 1 1 2 3 1
More information5 th grade Common Core Standards
5 th grade Cmmn Cre Standards In Grade 5, instructinal time shuld fcus n three critical areas: (1) develping fluency with additin and subtractin f fractins, and develping understanding f the multiplicatin
More informationANSWER KEY FOR MATH 10 SAMPLE EXAMINATION. Instructions: If asked to label the axes please use real world (contextual) labels
ANSWER KEY FOR MATH 10 SAMPLE EXAMINATION Instructins: If asked t label the axes please use real wrld (cntextual) labels Multiple Chice Answers: 0 questins x 1.5 = 30 Pints ttal Questin Answer Number 1
More informationPattern Recognition 2014 Support Vector Machines
Pattern Recgnitin 2014 Supprt Vectr Machines Ad Feelders Universiteit Utrecht Ad Feelders ( Universiteit Utrecht ) Pattern Recgnitin 1 / 55 Overview 1 Separable Case 2 Kernel Functins 3 Allwing Errrs (Sft
More informationCONSTRUCTING STATECHART DIAGRAMS
CONSTRUCTING STATECHART DIAGRAMS The fllwing checklist shws the necessary steps fr cnstructing the statechart diagrams f a class. Subsequently, we will explain the individual steps further. Checklist 4.6
More informationWRITING THE REPORT. Organizing the report. Title Page. Table of Contents
WRITING THE REPORT Organizing the reprt Mst reprts shuld be rganized in the fllwing manner. Smetime there is a valid reasn t include extra chapters in within the bdy f the reprt. 1. Title page 2. Executive
More informationExperiment #3. Graphing with Excel
Experiment #3. Graphing with Excel Study the "Graphing with Excel" instructins that have been prvided. Additinal help with learning t use Excel can be fund n several web sites, including http://www.ncsu.edu/labwrite/res/gt/gt-
More informationComprehensive Exam Guidelines Department of Chemical and Biomolecular Engineering, Ohio University
Cmprehensive Exam Guidelines Department f Chemical and Bimlecular Engineering, Ohi University Purpse In the Cmprehensive Exam, the student prepares an ral and a written research prpsal. The Cmprehensive
More informationLesson Plan. Recode: They will do a graphic organizer to sequence the steps of scientific method.
Lessn Plan Reach: Ask the students if they ever ppped a bag f micrwave ppcrn and nticed hw many kernels were unppped at the bttm f the bag which made yu wnder if ther brands pp better than the ne yu are
More informationRelationships Between Frequency, Capacitance, Inductance and Reactance.
P Physics Relatinships between f,, and. Relatinships Between Frequency, apacitance, nductance and Reactance. Purpse: T experimentally verify the relatinships between f, and. The data cllected will lead
More informationSection 11 Simultaneous Equations
Sectin 11 Simultaneus Equatins The mst crucial f ur OLS assumptins (which carry er t mst f the ther estimatrs that we hae studied) is that the regressrs be exgenus uncrrelated with the errr term This assumptin
More informationChecking the resolved resonance region in EXFOR database
Checking the reslved resnance regin in EXFOR database Gttfried Bertn Sciété de Calcul Mathématique (SCM) Oscar Cabells OECD/NEA Data Bank JEFF Meetings - Sessin JEFF Experiments Nvember 0-4, 017 Bulgne-Billancurt,
More informationApplication of ILIUM to the estimation of the T eff [Fe/H] pair from BP/RP
Applicatin f ILIUM t the estimatin f the T eff [Fe/H] pair frm BP/RP prepared by: apprved by: reference: issue: 1 revisin: 1 date: 2009-02-10 status: Issued Cryn A.L. Bailer-Jnes Max Planck Institute fr
More informationBuilding Consensus The Art of Getting to Yes
Building Cnsensus The Art f Getting t Yes An interview with Michael Wilkinsn, Certified Master Facilitatr and authr f The Secrets f Facilitatin and The Secrets t Masterful Meetings Abut Michael: Mr. Wilkinsn
More information13. PO TREATMENT OF DEPT (DISTORTIONLESS ENHANCEMENT POLARIZATION TRANSFER)
94 Prduct Operatr Treatment 3. PO TREATMENT OF DEPT (DISTORTIONLESS ENHANCEMENT POLARIZATION TRANSFER) DEPT is a ne-dimensinal sequence used as a tl fr unambiguus identificatin f the CH, CH, and CH 3 peaks
More informationINTERNAL AUDITING PROCEDURE
Yur Cmpany Name INTERNAL AUDITING PROCEDURE Originatin Date: XXXX Dcument Identifier: Date: Prject: Dcument Status: Dcument Link: Internal Auditing Prcedure Latest Revisin Date Custmer, Unique ID, Part
More informationTutorial 4: Parameter optimization
SRM Curse 2013 Tutrial 4 Parameters Tutrial 4: Parameter ptimizatin The aim f this tutrial is t prvide yu with a feeling f hw a few f the parameters that can be set n a QQQ instrument affect SRM results.
More information7 TH GRADE MATH STANDARDS
ALGEBRA STANDARDS Gal 1: Students will use the language f algebra t explre, describe, represent, and analyze number expressins and relatins 7 TH GRADE MATH STANDARDS 7.M.1.1: (Cmprehensin) Select, use,
More informationCity of Angels School Independent Study Los Angeles Unified School District
City f Angels Schl Independent Study Ls Angeles Unified Schl District INSTRUCTIONAL GUIDE Algebra 1B Curse ID #310302 (CCSS Versin- 06/15) This curse is the secnd semester f Algebra 1, fulfills ne half
More informationGeneral Chemistry II, Unit I: Study Guide (part I)
1 General Chemistry II, Unit I: Study Guide (part I) CDS Chapter 14: Physical Prperties f Gases Observatin 1: Pressure- Vlume Measurements n Gases The spring f air is measured as pressure, defined as the
More informationMODULE FOUR. This module addresses functions. SC Academic Elementary Algebra Standards:
MODULE FOUR This mdule addresses functins SC Academic Standards: EA-3.1 Classify a relatinship as being either a functin r nt a functin when given data as a table, set f rdered pairs, r graph. EA-3.2 Use
More informationWest Deptford Middle School 8th Grade Curriculum Unit 4 Investigate Bivariate Data
West Deptfrd Middle Schl 8th Grade Curriculum Unit 4 Investigate Bivariate Data Office f Curriculum and Instructin West Deptfrd Middle Schl 675 Grve Rd, Paulsbr, NJ 08066 wdeptfrd.k12.nj.us (856) 848-1200
More informationModule 3: Gaussian Process Parameter Estimation, Prediction Uncertainty, and Diagnostics
Mdule 3: Gaussian Prcess Parameter Estimatin, Predictin Uncertainty, and Diagnstics Jerme Sacks and William J Welch Natinal Institute f Statistical Sciences and University f British Clumbia Adapted frm
More information3.4 Shrinkage Methods Prostate Cancer Data Example (Continued) Ridge Regression
3.3.4 Prstate Cancer Data Example (Cntinued) 3.4 Shrinkage Methds 61 Table 3.3 shws the cefficients frm a number f different selectin and shrinkage methds. They are best-subset selectin using an all-subsets
More informationk-nearest Neighbor How to choose k Average of k points more reliable when: Large k: noise in attributes +o o noise in class labels
Mtivating Example Memry-Based Learning Instance-Based Learning K-earest eighbr Inductive Assumptin Similar inputs map t similar utputs If nt true => learning is impssible If true => learning reduces t
More informationMedium Scale Integrated (MSI) devices [Sections 2.9 and 2.10]
EECS 270, Winter 2017, Lecture 3 Page 1 f 6 Medium Scale Integrated (MSI) devices [Sectins 2.9 and 2.10] As we ve seen, it s smetimes nt reasnable t d all the design wrk at the gate-level smetimes we just
More informationGroup Color: Subgroup Number: How Science Works. Grade 5. Module 2. Class Question: Scientist (Your Name): Teacher s Name: SciTrek Volunteer s Name:
Grup Clr: Subgrup Number: Hw Science Wrks Grade 5 Mdule 2 Class Questin: Scientist (Yur Name): Teacher s Name: SciTrek Vlunteer s Name: VOCABULARY Science: The study f the material wrld using human reasn.
More informationAccreditation Information
Accreditatin Infrmatin The ISSP urges members wh have achieved significant success in the field t apply fr higher levels f membership in rder t enjy the fllwing benefits: - Bth Prfessinal members and Fellws
More informationCHAPTER 8 ANALYSIS OF DESIGNED EXPERIMENTS
CHAPTER 8 ANALYSIS OF DESIGNED EXPERIMENTS Discuss experiments whse main aim is t study and cmpare the effects f treatments (diets, varieties, dses) by measuring respnse (yield, weight gain) n plts r units
More informationName: Block: Date: Science 10: The Great Geyser Experiment A controlled experiment
Science 10: The Great Geyser Experiment A cntrlled experiment Yu will prduce a GEYSER by drpping Ments int a bttle f diet pp Sme questins t think abut are: What are yu ging t test? What are yu ging t measure?
More informationIN a recent article, Geary [1972] discussed the merit of taking first differences
The Efficiency f Taking First Differences in Regressin Analysis: A Nte J. A. TILLMAN IN a recent article, Geary [1972] discussed the merit f taking first differences t deal with the prblems that trends
More informationDistributions, spatial statistics and a Bayesian perspective
Distributins, spatial statistics and a Bayesian perspective Dug Nychka Natinal Center fr Atmspheric Research Distributins and densities Cnditinal distributins and Bayes Thm Bivariate nrmal Spatial statistics
More informationComparing Several Means: ANOVA. Group Means and Grand Mean
STAT 511 ANOVA and Regressin 1 Cmparing Several Means: ANOVA Slide 1 Blue Lake snap beans were grwn in 12 pen-tp chambers which are subject t 4 treatments 3 each with O 3 and SO 2 present/absent. The ttal
More informationOF SIMPLY SUPPORTED PLYWOOD PLATES UNDER COMBINED EDGEWISE BENDING AND COMPRESSION
U. S. FOREST SERVICE RESEARCH PAPER FPL 50 DECEMBER U. S. DEPARTMENT OF AGRICULTURE FOREST SERVICE FOREST PRODUCTS LABORATORY OF SIMPLY SUPPORTED PLYWOOD PLATES UNDER COMBINED EDGEWISE BENDING AND COMPRESSION
More informationPhys. 344 Ch 7 Lecture 8 Fri., April. 10 th,
Phys. 344 Ch 7 Lecture 8 Fri., April. 0 th, 009 Fri. 4/0 8. Ising Mdel f Ferrmagnets HW30 66, 74 Mn. 4/3 Review Sat. 4/8 3pm Exam 3 HW Mnday: Review fr est 3. See n-line practice test lecture-prep is t
More information4th Indian Institute of Astrophysics - PennState Astrostatistics School July, 2013 Vainu Bappu Observatory, Kavalur. Correlation and Regression
4th Indian Institute f Astrphysics - PennState Astrstatistics Schl July, 2013 Vainu Bappu Observatry, Kavalur Crrelatin and Regressin Rahul Ry Indian Statistical Institute, Delhi. Crrelatin Cnsider a tw
More informationPerfrmance f Sensitizing Rules n Shewhart Cntrl Charts with Autcrrelated Data Key Wrds: Autregressive, Mving Average, Runs Tests, Shewhart Cntrl Chart
Perfrmance f Sensitizing Rules n Shewhart Cntrl Charts with Autcrrelated Data Sandy D. Balkin Dennis K. J. Lin y Pennsylvania State University, University Park, PA 16802 Sandy Balkin is a graduate student
More informationAPPLICATION OF THE BRATSETH SCHEME FOR HIGH LATITUDE INTERMITTENT DATA ASSIMILATION USING THE PSU/NCAR MM5 MESOSCALE MODEL
JP2.11 APPLICATION OF THE BRATSETH SCHEME FOR HIGH LATITUDE INTERMITTENT DATA ASSIMILATION USING THE PSU/NCAR MM5 MESOSCALE MODEL Xingang Fan * and Jeffrey S. Tilley University f Alaska Fairbanks, Fairbanks,
More informationIf (IV) is (increased, decreased, changed), then (DV) will (increase, decrease, change) because (reason based on prior research).
Science Fair Prject Set Up Instructins 1) Hypthesis Statement 2) Materials List 3) Prcedures 4) Safety Instructins 5) Data Table 1) Hw t write a HYPOTHESIS STATEMENT Use the fllwing frmat: If (IV) is (increased,
More informationDetermining the Accuracy of Modal Parameter Estimation Methods
Determining the Accuracy f Mdal Parameter Estimatin Methds by Michael Lee Ph.D., P.E. & Mar Richardsn Ph.D. Structural Measurement Systems Milpitas, CA Abstract The mst cmmn type f mdal testing system
More informationAEC 874 (2007) Field Data Collection & Analysis in Developing Countries. VII. Data Analysis & Project Documentation
AEC 874 (2007) Field Data Cllectin & Analysis in Develping Cuntries VII. Data Analysis & Prject Dcumentatin Richard H. Bernsten Agricultural Ecnmics Michigan State University 1 A. Things t Cnsider in Planning
More informationCOMP 551 Applied Machine Learning Lecture 5: Generative models for linear classification
COMP 551 Applied Machine Learning Lecture 5: Generative mdels fr linear classificatin Instructr: Herke van Hf (herke.vanhf@mail.mcgill.ca) Slides mstly by: Jelle Pineau Class web page: www.cs.mcgill.ca/~hvanh2/cmp551
More informationmaking triangle (ie same reference angle) ). This is a standard form that will allow us all to have the X= y=
Intrductin t Vectrs I 21 Intrductin t Vectrs I 22 I. Determine the hrizntal and vertical cmpnents f the resultant vectr by cunting n the grid. X= y= J. Draw a mangle with hrizntal and vertical cmpnents
More informationModule 4: General Formulation of Electric Circuit Theory
Mdule 4: General Frmulatin f Electric Circuit Thery 4. General Frmulatin f Electric Circuit Thery All electrmagnetic phenmena are described at a fundamental level by Maxwell's equatins and the assciated
More informationIntelligent Pharma- Chemical and Oil & Gas Division Page 1 of 7. Global Business Centre Ave SE, Calgary, AB T2G 0K6, AB.
Intelligent Pharma- Chemical and Oil & Gas Divisin Page 1 f 7 Intelligent Pharma Chemical and Oil & Gas Divisin Glbal Business Centre. 120 8 Ave SE, Calgary, AB T2G 0K6, AB. Canada Dr. Edelsys Cdrniu-Business
More informationDead-beat controller design
J. Hetthéssy, A. Barta, R. Bars: Dead beat cntrller design Nvember, 4 Dead-beat cntrller design In sampled data cntrl systems the cntrller is realised by an intelligent device, typically by a PLC (Prgrammable
More informationTHE LIFE OF AN OBJECT IT SYSTEMS
THE LIFE OF AN OBJECT IT SYSTEMS Persns, bjects, r cncepts frm the real wrld, which we mdel as bjects in the IT system, have "lives". Actually, they have tw lives; the riginal in the real wrld has a life,
More informationEnglish 10 Pacing Guide : Quarter 2
Implementatin Ntes Embedded Standards: Standards nted as embedded n this page are t be cntinuusly spiraled thrughut the quarter. This des nt mean that nging explicit instructin n these standards is t take
More information