300
Continuation of
STAT 200. Review of the basics of estimation, confidence intervals and hypothesis testing. Simple and multiple regression, time series, analysis of variance and non-parametric methods. A statistical software package will be used extensively.
3
Prerequisites
STAT 200 or
BUAD 200 or
ECON 200 or
EDU 200 or
POLI 200 or
PSY 200 or
SOC 200 or
STAT 250 or
STAT 350
Credits
3
Basics of probability; descriptive statistics; discrete and continuous distributions; confidence intervals and tests of hypotheses concerning means and proportions; simple linear regression; statistical software.
MATH 210 is recommended, in addition to the prerequisites listed.
3
Prerequisites
MATH 121 or
MATH 123
Credits
3
Simple linear regression and multiple regression including inference, diagnostics and transformations. One-way and multi-way analysis of variance including inference, diagnostics and transformations. Use of professional statistical software.
3
Prerequisites
(
STAT 350 or
STAT 250 or
STAT 200 or
BUAD 200 or
ECON 200 or
SOC 200 or
POLI 200 or
PSY 200)
Credits
3
Techniques for analyzing categorical response data - confidence intervals, tests of significance for a proportion, the difference of two proportions, contingency tables, regression, odds, odds ratios, logistic regression, logit models, loglinear models and diagnostics.
3
Prerequisites
(
STAT 350 or
STAT 250 or
STAT 200 or
BUAD 200 or
ECON 200 or
SOC 200 or
POLI 200 or
PSY 200)
Credits
3
A first course in probability with selected applications. Definition of probability and basic axioms; calculation of probabilities; mutually exclusive and independent events; conditional probability and Bayes Theorem; discrete random variables and distributions; continuous random variables and distributions; calculation of expected value, mode, median, percentiles, variance, standard deviation, and coefficient of variation; functions of random variables and transformations. Applications selected from Markov chains, random walks, queueing theory, and inventory theory
3
Prerequisites
MATH 121 or
MATH 123
Credits
3
Multivariate distributions, functions of random variables, sampling distributions and central limit theory, theory of estimation, the method of moment and maximum likelihood, and hypothesis testing.
3
Prerequisites
MATH 223 and
STAT 354
Credits
3
A continuation of
STAT 260: statistical foundations of data science; bootstrap methods; supervised learning; unsupervised learning; simulation; interactive data graphics; working with spatial data and text; working with large data sets.
3
Prerequisites
STAT 260
Credits
3