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 ÌÇÐÄvlog´«Ã½Evaluation 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/