Doctor's degree Statistics, General - University Of Chicago

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Doctor's degree Statistics, General Ph.D from University Of Chicago details

Program Format: Campus Program Level: Ph.D

Doctor's degree Statistics, General from University Of Chicago is a Campus Ph.D Statistics degree that prepares you for a Education career. A general program that focuses on the relationships between groups of measurements, and similarities and differences, using probability theory and techniques derived from it. Includes instruction in the principles in probability theory, binomial distribution, regression analysis, standard deviation, stochastic processes, Monte Carlo method, Bayesian statistics, non-parametric statistics, sampling theory, and statistical techniques. View more details on University of Chicago . Ask your questions and apply online for this program or find other related Statistics courses.

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University Of Chicago details

University Of Chicago address is 5801 S Ellis Ave, Chicago, Illinois 60637. You can contact this school by calling (773) 702-1234 or visit the college website at www.uchicago.edu .
This is a 4-year, Private not-for-profit, Research Universities (very high research activity) according to Carnegie Classification. Religion Affiliation is Not applicable and student-to-faculty ratio is 6 to 1. The enrolled student percent that are registered with the office of disability services is 3% or less .
Awards offered by University Of Chicago are as follow: Bachelor's degree Master's degree Doctor's degree - research/scholarship Doctor's degree - professional practice.
With a student population of 14,979 (5,402 undergraduate) and set in a City: Large, University Of Chicago services are: Academic/career counseling service Employment services for students Placement services for completers . Campus housing: Yes.
Tuition for University Of Chicago is . Type of credit accepted by this institution Advanced placement (AP) credits . Most part of the informations about this college comes from sources like National Center for Education Statistics

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