Donald Reynolds
Lecturer, Mathematics
School of Mathematics and Statistics
College of Science
585-475-6388
Office Hours
MONDAY & WEDNESDAY 10:00AM - 12:50PM HLC 2212 Tuesday & Thursday 10:00AM - 1:50PM HLC 2212 Other Days/times by appointment.
Office Location
Donald Reynolds
Lecturer, Mathematics
School of Mathematics and Statistics
College of Science
Education
BS, MS, Rochester Institute of Technology
585-475-6388
Currently Teaching
STAT-205
Applied Statistics
3 Credits
This course covers basic statistical concepts and techniques including descriptive statistics, probability, inference, and quality control. The statistical package Minitab will be used to reinforce these techniques. The focus of this course is on statistical applications and quality improvement in engineering. This course is intended for engineering programs and has a calculus prerequisite. Note: This course may not be taken for credit if credit is to be earned in STAT-145 or STAT-155 or MATH 252..
STAT-335
Introduction to Time Series
3 Credits
This course is a study of the modeling and forecasting of time series. Topics include ARMA and ARIMA models, autocorrelation function, partial autocorrelation function, detrending, residual analysis, graphical methods, and diagnostics. A statistical software package is used for data analysis.
STAT-614
Applied Statistics
3 Credits
Statistical tools for modern data analysis can be used across a range of industries to help you guide organizational, societal and scientific advances. This course is designed to provide an introduction to the tools and techniques to accomplish this. Topics covered will include continuous and discrete distributions, descriptive statistics, hypothesis testing, power, estimation, confidence intervals, regression, one-way ANOVA and Chi-square tests.
STAT-773
Time Series Analysis and Forecasting
3 Credits
This course is designed to provide the student with a solid practical hands-on introduction to the fundamentals of time series analysis and forecasting. Topics include stationarity, filtering, differencing, time series decomposition, time series regression, exponential smoothing, and Box-Jenkins techniques. Within each of these we will discuss seasonal and nonseasonal models.