Note: In order to find a course in the new 4 digit numbering system using an old 3 digit number, please refer to the conversion list below. Before registering for courses with the new 4 digit numbering system, please ensure that you have not previously taken the course in its 3 digit form.
Click here for conversion list of former 3-digit course numbers.
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Statistical Sciences
1023A/B -
Statistical Concepts
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An examination of statistical issues encountered in everyday life. Assessment of the validity of results and treatment of data in the popular and scientific media. Causation vs. association, and confounding in observational studies. The organization of data including tables, scatterplots and time series. Some basic tools to handle uncertainty such as means, variances, the normal distribution and confidence intervals.
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Grade 12U Mathematics or Mathematics 0110A/B or the former Mathematics 017a/b.
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Statistical Sciences
1024A/B -
Introduction to Statistics
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Statistical inference, experimental design, sampling design, confidence intervals and hypothesis tests for means and proportions, regression and correlation.
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Grade 12U Mathematics or Mathematics 0110A/B or the former Mathematics 017a/b.
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Statistical Sciences
2035 -
Statistics for Business and Social Sciences
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Descriptive statistics and graphs, probability and distributions. Sampling, hypothesis testing, and confidence intervals. Experimental design and analysis of variance. Regression and correlation, including multiple regression. Applications emphasized. This course cannot be taken for credit in any module in Statistics or Actuarial Science.
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Statistical Sciences
2037A/B -
Statistics for Health
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Descriptive statistics, graphical and verbal fallacies, decision trees, confidence intervals, and multiple regression. Intended primarily for non-science students, and cannot be taken for credit by students in Statistical and Actuarial Sciences or Mathematics programs.
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Statistical Sciences
2122A/B -
Statistics for Science
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An introductory course in the application of statistical methods, intended for honors students in departments other than Statistical and Actuarial Sciences, Applied Mathematics, Mathematics, or students in the Faculty of Engineering. Topics include sampling, confidence intervals, analysis of variance, regression and correlation. Cannot be taken for credit in any module in statistics or actuarial science.
Prerequisite(s):
A full mathematics course, or equivalent, numbered 1000 or above.
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Statistical Sciences
2141A/B -
Applied Probability and Statistics for Engineers
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An introduction to statistics with emphasis on the applied probability models used in Electrical and Civil Engineering and elsewhere. Topics covered include samples, probability, probability distributions, estimation (including comparison of means), correlation and regression. Cannot be taken for credit in any 3-year or honors program or in any module in statistics and/or actuarial science.
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Statistical Sciences
2143A/B -
Applied Statistics and Data Analysis for Engineers
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A data-driven introduction to statistics intended primarily for students in Chemical and Mechanical Engineering. Exploratory data analysis, probability, the Binomial, Poisson, Normal, Chi-Square and F distributions. Estimation, correlation and regression (model building and parameter estimation), analysis of variance, design of experiments. Cannot be taken for credit in any module in Statistics and/or Actuarial Science.
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Statistical Sciences
2657A -
Introduction to Probability
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Elementary probability and its axioms, conditional probability and independence, random variables and their distributions, moments and moment generating functions, sums of independent random variables, law of large numbers, central limit theorem.
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Statistical Sciences
2858B -
Introduction to Mathematical Statistics
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Graphical methods and descriptive statistics, sampling distributions, estimation and hypothesis testing, contingency tables, linear regression.
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Statistical Sciences
2864A/B -
Statistical and Actuarial Computing
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Basic programming with applications to statistical and actuarial analysis, with topics such as data and functional visualization; computational probability; simulation; valuation of payment streams.
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Statistical Sciences
3652A/B -
Applied Probability
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Discrete- and continuous-time Markov chains, Poisson processes, and Markovian queueing systems. Related topics selected from simulation, phase-type distributions, and other areas of applied probability.
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Statistical Sciences
3657A -
Probability I
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Axioms and theory of probability, combinatorial probabilities, independence, conditional distributions, moment generating functions, transformation of random variables, law of large numbers, central limit theorem.
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Statistical Sciences
3814A/B -
Applied Statistical Computing
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A survey of statistical methods primarily using computer application packages such as SAS and SPSS: summary statistics, contingency tables, analysis of variance, regression, graphical techniques. Emphasis is placed on the proper use of the computer packages, interpretation of output, and assumptions required for use of each statistical method.
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Statistical Sciences
3816A/B -
Statistical Quality Control
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Quality improvement in modern business and industrial environments, modelling process quality, inference about process quality, control charts for attributes, control charts for variables, cumulative-sum and exponentially weighted moving average control charts, acceptance sampling, process improvement with designed experiments, randomized designs and randomized block designs.
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Statistical Sciences
3846A/B -
Design and Analysis of Experiments
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Completely randomized designs, randomized complete block designs, factorial designs, latin square designs, hierarchical designs, random and fixed effect models.
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Statistical Sciences
3853F/G -
Survey Sampling
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Simple random sampling with and without replacement, stratification, systematic sampling, cluster and multistage clustering, ratio and regression estimation, models in surveys, survey estimation and design.
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Statistical Sciences
3858B -
Theory of Statistics
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Point estimation, sufficiency and completeness, Rao-Blackwell Theorem, tests of hypotheses including uniformly most powerful test, likelihood ratio test, sequential tests.
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Statistical Sciences
3859A/B -
Regression Analysis
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Multiple linear regression, Gauss-Markov Theorem, Cochran's Theorem, Craig's Theorem, stepwise regression, polynomial regression, orthogonal polynomials, use of indicator variables, and regression diagnostics.
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Statistical Sciences
3861A/B -
Time Series Analysis
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ARIMA models, seasonality, dynamic regression, model building using an interactive computer package, forecasting, intervention analysis, control, applications in econometrics, business, and other areas.
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Statistical Sciences
4520A/B -
Financial Modelling
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Options, futures and forward contracts, other derivative securities, valuation, stochastic differential equations.
Prerequisite(s):
A minimum mark of 60% in Statistical Sciences 3657A and enrollment in a Major or Honors module offered by the Department of Statistical and Actuarial Sciences.
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Statistical Sciences
4521F/G -
Advanced Financial Modelling
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Martingales in financial modelling, continuous time models, Ito's calculus, stochastic differential equations, discrete time approximations, ARCH models, stock market volatility, exotic options.
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Statistical Sciences
4652A/B -
Stochastic Processes
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Brownian motion, point processes, renewal processes, Markov processes with continuous states. Other topics, including stationary Gaussian and non-Gaussian sequences, reliability theory. Various applications in finance, genetics and other areas.
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Statistical Sciences
4657A/B -
Probability II
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Probability measure, Lebesgue-Stieltjes integral, types of convergence, characteristic functions, laws of large numbers, central limit theorems, limit distributions, applications to stochastic processes and mathematical statistics.
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Statistical Sciences
4737A/B -
Topics in Operations Research
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Semi-Markovian queueing: the M/G/1 and GI/M/c queues, and matrix-geometric solutions in queues; deterministic and probabilistic inventory theory; decision theory and PERT/CPM; dynamic programming.
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Statistical Sciences
4848A/B -
Multivariate Analysis
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Multivariate normal distribution theory, conditional distributions and multiple correlation coefficient, Wishart distribution, estimation of mean and covariance matrix, distribution of correlation coefficients, T2-statistics, MANOVA.
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Statistical Sciences
4850F/G -
Advanced Data Analysis
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Modern methods of data analysis including linear and generalized linear models, modern nonparametric regression, and other topics as time permits. A comprehensive approach to model building using advanced statistical software is emphasized.
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Statistical Sciences
4858A -
Advanced Theory of Statistics I
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Maximum likelihood, least squares, minimax, Bayesian statistics, likelihood methods.
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Statistical Science
4859A/B -
Generalized Linear Models
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Estimation and tests for generalized linear models, including residual analysis and the use of statistical packages. Logistic regression, log-linear models. Additional topics may include generalized estimating equations, quasi-likelihood and generalized additive models.
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Statistical Sciences
4864A/B -
Statistical Computing
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Review of fundamental concepts in statistical computing, including programming, numerical methods and Monte Carlo simulations. A selection of advanced topics such as bootstrapping, robust methods, statistical graphics, Markov chain Monte Carlo, nonlinear regression, relational databases, statistical learning, time series analysis, and spatial statistics.
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Statistical Sciences
4930A/B -
Selected Topics in Statistics
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A course description will be available from the department at the time of registration.
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Statistical Sciences
4940F/G -
Selected Topics in Statistics
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A course description will be available from the department at the time of registration.
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