
Student...
 can describe different data collection designs (experimental, correlational; crosssectional versus longitudinal; oneway versus factorial designs) and know which multivariate technique are appropriate given the data collection design and the research questions envisaged.
 can describe and/or explain the key concepts in inferential statistics within the context of multivariate analysis – including but not restricted to (experimentwise/familywise) Type I errors, Type II errors, standard errors, sampling distribution, test statistic, confidence interval, effect size, and power.
 can explain the difference between zeroorder relationships, partial and part relationships; this includes explaining the concepts at a conceptual level as well as within the context of multivariate techniques (e.g., regression analysis, DFA). This includes a thorough knowledge of the concept of (multi)collinearity and confouding.
 can describe the general linear model (GLM) and know how the acquired classical multivariate approaches (e.g., regression analysis, MANOVA, DFA) fit within this general framework.
 can describe the model assumptions underlying the acquired multivariate appraoches and know how to test these assumptions in real data.
 are able to summarize multivariate data using descriptives (e.g., means, correlation matrices, PCA) and graphs (e.g., scatterplots) and are able to screen the data for multivariate outliers (e.g., using the Mahalanobis distance), and to evaluate whether the data are (multivariate) normally distributed.
 are able to apply linear regression models to complex data sets (i.e., containing variables of different measurement levels) and for a variety of research questions; this includes the use of dummy variables, testing and probing of moderating effects, modeling nonconstant errors, modeling nonlinear relationships, accounting for nonnormalities (e.g., data transformation), and examine multicollinearity.
 can apply the classical multivariate methods from the family of general linear models, in particular MANOVA, as well as binary and multinomial logistic regresion to (real) data sets from simple and factorial designs, and are able to summarize the results in a correct and comprehensible manner, and in accordance with the APA guidelines. In particular, students are able to combine sample results, statistical significance, and relevant (standardized) effectsize measures to reach sound substantive conclusions regarding the original research questions.
 are able to evaluate most important model assumptions underlying the acquired multivariate appraoches.
 are able to assess, statistically test, and describe zeroorder, partial, and part associations within the context of the applied multivariate technique.
 can apply the basic multilevel models (random intercept model, random slopes model) and several of its extensions (e.g., threelevel data; logistic multilevel analysis).
 are able to transform substantive research questions into research hypotheses that can be addressed by using the aquired techniques multivariate techiniques; this includes the choice of the technique as well ass formulating tests of contrasts (orthogonal versus nonorthogonal); posthoc comparisons.
 are able to critically reflect upon the advantages and disadvantages when different multivariate strategies can be applied to address the same research question;
 can detect important flaws in an analysis and clarifying and/or explaining unexpected outcomes and are able to suggest sensible improvements. This includes detection of flaws in the research methodology (e.g., inaccurate sampling design), statistical analysis (i.e., use of less than optimal techniques). Suggested improvements should be realistic and ethically sound.
Specifics
 General set up: The course consists of 14 twohour lectures and 12 twohour computer practicals. In the interactive lecture, the lecturer explains the subject matter, asks questions, and invites students to discuss the subject matter. In the practicals, the students apply the acquired methods and techniques to realdata sets from the Social Sciences and Social Psychology using SPSS.
 Study load: The 168 hours in the course consist of 28 (14 × 2) hours attending lectures, 28 (14 × 2) hours attending practicals, 32 (2 ×16) hours working on the assignments, and 80 hours selftuition.
 Practicals: Attendance at the practicals is required. Students who fail to attend a practical three times or more need to complete an alternative assignment to fulfill the practicals requirement.
Examination:
The final grade is composed of two parts:
 Written exam with openended questions assessing knowledge transfer, application of knowledge, and critical judgment
 Four practical assignments assessing application of knowledge and critical judgment. The resit of the assignment covers the four individual assignments; it is not possible to do the resit for individual assignments. Results for the individual assignments only remain valid for the current academic year.
The final grade equals 1/4 times the average grade of the four assignments plus 3/4 times the grade of the written exam.
Required Prerequisites
Only for students who are qualified for the Research Master. 


Researchers in the social sciences increasingly are confronted with the analysis of complex data sets, consisting of large numbers of variables often having different measurement levels and the data may be nested. This course provides an introduction into the classical multivariate methods, in particular regression models, starting with the linear regression model (and special topics such as transforming data, dummy variables, unusual and influential data, diagnosing nonlinearity, nonconstant error variance and nonnormality, and collinearity), logistic regression, multinomial logistic regression, nonparametric regression. The course also discusses regression analysis for nested data, (i.e., multilevel analysis), including the analysis of longitudinal data. Other methods discussed are factor analysis (briefly; also part of courses 5 en 7) and principal components analysis, discriminant analysis, (M)ANOVA (factorial designs, repeated measurements, contrasts), and loglinear models. In the practical sessions, and for the practical assignments, the students apply the acquired methods and techniques to realdata sets using SPSS and write a report on the main findings.
Type of instructions
Lectures (2 hours) and Compulsory Practicals (2 hours)
Type of exams
Written exam and assignments. 




Written test opportunities 
Omschrijving/Description  Toets/Test  Blok/Block  Gelegenheid/Opportunity  Datum/Date 


Written test opportunities (HIST) 
Omschrijving/Description  Toets/Test  Blok/Block  Gelegenheid/Opportunity  Datum/Date 

Schriftelijk / Written  EXAM_01  BLOK 1  1  14122018  Schriftelijk / Written  EXAM_01  BLOK 1  2  03042019 

  Required materialsLiteratureISBN  :   9780415836661 
Title  :   Applied Multivariate Statistics for the Social Sciences (6th ed.) 
Author  :   Keenan A. Pituch, James P. Stevens 
Publisher  :   Routledge 
 HandoutsHandouts will be made available throughout the course. These hand outs are part of the compulsory reading materials for the exam. 

 Recommended materialsTestsWritten
 Midterm cancelled
 4 Papers


 