Mathematical Statistics and Probability

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About Mathematical Statistics and Probability

A program that focuses on the mathematical theory underlying statistical methods and their use. Includes instruction in probability theory parametric and non-parametric inference, sequential analysis, multivariate analysis, Bayesian analysis, experimental design, time series analysis, resampling, robust statistics, limit theory, infinite particle systems, stochastic processes, martingales, Markov processes, and Banach spaces.

While Mathematical Statistics and Probability has degrees up to the Masters degree, most students study towards a Bachelors degree. Students study Mathematical Statistics and Probability all over the country, though the major at the Masters degree level has the most graduates in New York. The average annual income for an undergraduate degree in Mathematical Statistics and Probability is $57,400.

Popularity of Mathematical Statistics and Probability Degrees in the U.S.
This heat map represents the states that have the highest percent of Mathematical Statistics and Probability degrees compared to all other degrees awarded in that state.
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Careers

Some top jobs related to Mathematical Statistics and Probability, include Mathematical Science Teachers, Postsecondary and Statisticians, both of which are in high demand. Yet there are higher paying jobs, like Actuaries. the most available position for Mathematical Statistics and Probability majors is Data Scientists.

Top Paying Careers

These are the highest paying careers for Mathematical Statistics and Probability majors.

Most In-Demand Careers

These are the careers in highest demand for Mathematical Statistics and Probability majors.

Student Demographics

Total Students
132
Female Students
57 (43%)
Male Students
75 (56%)
U.S. Nonresident (104, 79%)
White (15, 11%)
Asian (7, 5%)
Hispanic or Latino (3, 2%)
Race/ethnicity unknown (2, 2%)
Black or African American (1, 1%)
American Indian or Alaska Native (0, <1%)
Native Hawaiian or Other Pacific Islander (0, <1%)
Two or more races (0, <1%)

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