Statistics, BS

Degree: Bachelor of Science (BS)
Major: Statistics


Program Overview

All undergraduate degrees in the Department of Mathematics, Applied Mathematics and Statistics are based on a four-course sequence in calculus and differential equations. The mathematics and applied mathematics degrees each require further mathematics courses in analysis and algebra. The statistics degrees each require a further statistics core. There are additional requirements particular to each degree program, including technical electives in the major. Each degree program requires a minimum of 120 credit hours.

Students in statistics begin with a foundation in mathematics, followed by statistical theory and intensive modern data analysis. This prepares students to enter a growing profession with opportunities in academic, governmental, actuarial, and industrial spheres. The program offers a concentration in actuarial science, designed to develop both technical mastery and a broad appreciation of the discipline. 

The BS degree in statistics requires the same coursework in mathematics and statistics as the BA degree. It also requires an additional 12 credit hours in the sciences.

Learning Outcomes

  • Students will be able to know the fundamental concepts of probability theory, random variables, probability distributions, moments, and the transformation of random variables.
  • Students will be able to correctly identify appropriate probability models for a given random phenomenon and demonstrates the capability of finding distributions of functions of random variables and properties thereof.
  • Students will be able to know the fundamental concepts of the central limit theorem, law of large numbers, theory of estimation, and hypothesis testing.
  • Students will be able to demonstrate the capability of setting up the mathematical proof for finding large sample properties of estimators and/or is able to construct appropriate statistical inferential procedures using such estimators.
  • Students will be able to know the fundamental concepts of linear regression models and is trained with appropriate statistical software for exploratory data analysis, data visualization, building regression models, carrying out statistical inferences, and validations of model assumptions.
  • Students will be able to formulate an appropriate linear regression model for a given problem, is able to fit such a model and use it for statistical inference, and/or identify its limitations.
  • Students will be able to express a given research problem in quantitative and statistical terms, finds the appropriate set of statistical methods and/or models to solve the problem, and is able to implement them using appropriate statistical software that leads to the solution of the problem.
  • Students will be able to effectively communicate the statistical analysis to a non-expert in statistics and is able to put the work in the proper context in the form of a technical report.

Undergraduate Policies

For undergraduate policies and procedures, please review the Undergraduate Academics section of the General Bulletin.

Accelerated Master's Programs

Undergraduate students may participate in accelerated programs toward graduate or professional degrees. For more information and details of the policies and procedures related to accelerated studies, please visit the Undergraduate Academics section of the General Bulletin.