32 courses in the 1992–93 Undergraduate Calendar, read from the scanned original. The text comes from OCR, so check the scanned page before relying on a detail.
STAT 202Elementary Statistics for BiologistsF 2C,1L 0.5
Elementary probability, populations, samples and distributions with biological examples. Methods for data summary and presentation. Estimation, hypothesis testing, two-sample techniques and paired comparisons, regression, correlation.
STAT 204Statistics for the Physical Sciences 1F 2C,1L 0.5
Descriptive statistics. Probability, random variables, discrete and continuous distributions. Estimation and hypothesis testing, regression, correlation.
STAT 211Introductory Statistics and Sampling for AccountingF,S 3C,1T 0.5
Descriptive statistics, probability, discrete and continuous random variables. Sampling distributions and simple hypothesis testing. Introduction to survey sampling.
STAT 220Introduction to Statistical Methods 1F 3C,1T 0.5
Introduction to design of experiments; descriptive statistics (histograms, summary Statistics, stem and leaf plots, correlation); probability (the normal and binomial distributions, other continuous and discrete distributions); chance variability (linear combinations of random variables, the central limit theorem).
STAT 221Introduction to Statistical Methods 2W 3C,1T 0.5
Chance models (applied to measurement error and genetics); tests of significance (one- and two-sample z- and t-tests); simple linear regression (including analysis of variance and parameter estimation); survey sampling (including estimation of means, totals and proportions in simple random sampling).
Estimation, tests of significance, probability plots. Contingency tables, normal distribution theory, simple linear regression. Prereq: MATH 237, and STAT 230 Antireq: STAT 221, 247 Also offered at St. Jerome's College in the Winter term
STAT 311Regression and Forecasting for AccountingF,W 3C,1T 0.5
Review of summary statistics and tests of hypothesis. Simple and multiple linear regression. Prediction and diagnostic statistics. Simple smoothing and forecasting.
An introduction to the use of probabilistic models in operations research. Techniques and applications of queueing theory, inventory theory and reliability theory.
Discussion of generat inference problems under the headings of point and interval estimation, hypothesis testing and decision theory. Large sample normal likelihoods, maximum likelihood estimation, theory of UMV estimation, least squares, Neyman-Pearson theory of hypothesis testing.