Lecture: 2 hours per week
and
Lab: 2 hours per week
The course will employ a variety of instructional methods to accomplish its objectives, including some of the following: lecture, labs, observation, analysis and interpretation of geographic data, multimedia, individual and/or team projects and small group discussions.
- Introduction
- quantitative geography
- statistics
- types of data a levels of measurement
- measurement and collection of data
- Visualization of data
- tables, graphs and maps
- Descriptive statistics
- central tendency
- variability
- Spatial data analysis
- areal and point data
- directional statistics
- geographic centres
- point pattern analysis
- Probability theory and distributions
- random variables
- discrete probability distributions
- continuous probability distributions
- Sampling and populations
- types of samples
- sources of error
- sampling distributions
- geographic sampling
- Parametric inferential statistics
- Central Limit Theorem
- estimation
- hypothesis testing
- t-tests
- confidence intervals
- statistical significance
- Nonparametric statistics
- comparison of parametric and nonparametric tests
- Chi-Square tests
- Correlation
- Pearson’s product-moment correlation coefficient
- nonparametric correlation coefficients
- spatial autocorrelation
- Regression
- simple linear regression model
- goodness of fit
- assumptions of linear regression
- non-linear regression models
- multiple regression analysis
- Analysis of Variance (ANOVA)
- Time series analysis
- characteristics of time series
- data homogeneity
- smoothing
At the conclusion of the course, the successful student will be able to:
- Explain the role of quantitative information in geographic research and applications.
- Demonstrate an understanding of descriptive statistics and regression methods as they apply to problem solving in Geography.
- Perform data manipulation, statistical calculations and graphical presentation by hand, and using computer spreadsheets or statistical software (e.g. Excel, SPSS).
- Evaluate the roles of probability theory and sampling distributions in drawing inferences about populations based on samples.
- Identify when and where statistical procedures are appropriate.
Assessment will be based on course objectives and will be carried out in accordance with the ÁñÁ«ÊÓƵ Evaluation Policy. The instructor will provide a written course outline with specific evaluation criteria during the first week of classes.
Evaluation will include some of the following:
- Laboratory assignments with a combined value of up to 50%.
- Multiple choice and short answer exams with a combined value of up to 50%.
- A term project with a value of up to 25%.
An example of a possible evaluation scheme would be:
Assignments | 40% |
Midterm Exam | 25% |
Final Exam | 25% |
Term Project | 10% |
Total | 100% |
Texts will be updated periodically. Typical examples are:
- Haan, M. and Godley, J. (2017). An Introduction to Statistics for Canadian Social Scientists. Oxford.
- Harris, R. and C. Jarvis (2011). Statistics for Geography and Environmental Science. Pearson.
- Rogerson, P.A. (2010). Statistical Methods for Geography: A Student's Guide. Sage.
- Shafer, D.S. and Z. Zhang (2012). Beginning Statistics. Open source textbook: http://2012books.lardbucket.org/